Industries
Class 8th Geography (new) MHB Solution
Exercise- Which factor amongst those mentioned below does not directly impact industrial…
- Which of the following is a small industry? Mark (√) in the box next to the right…
- Which of the following cities is not an IT Centre? Mark (√) in the box next to the right…
- An amount of 2% of the profits has to be utilized for which purpose by industries? Mark…
- Small and medium industries of the country are harmful to heavy industries. State whether…
- The level of industrialization is an indicator of the economic development of a country.…
- The aim of the industrial development corporation is to decentralize industrialization.…
- Corporate social responsibility is compulsory for every industrialist. State whether the…
- What are the facilities provided by the government to industrial estates? Answer the…
- Write in your own words how industrial development impacts national development. Answer…
- Give your opinion in short on the usefulness of Corporate Social Responsibility. Answer…
- Mention three features of small industries. Answer the following questions in three to…
- Explain the factors affecting industrial development. Write detailed answers to the…
- State the advantages of the Maharashtra Industrial Development Corporation. Write detailed…
- Explain the importance of the IT Industry Write detailed answers to the following…
- Considering India’s population, the development of industries is a good solution to the…
- The journey of clothes that we use from the farm to ourselves. Prepare a flow chart for…
- Essential factors for the location of any one industry. Prepare a flow chart for the…
- Medium industries and heavy industries Highlight the differences:…
- Agro-based industries and information technology industries Highlight the differences:…
Activity- Collect information about anyone project undertaken in your village/city under the…
Intext Questions- Figure 8.1In figure 8.1 the sequence of two industrial processes has been given. Arrange…
- Study the factors given below and state which industries could develop in these regions.•…
- Study figure 8.2 and answer the following questions.• Name the industry at Jamshedpur?•…
- Examine all the three pictures shown below and answers the following questions.• Name the…
- Complete the list with reference to industries
- Study the factors given in fig 8.7 and classify them as per their advantages and…
- • What are the different ways of obtaining information?• Which is the fastest way of…
- Talk about the interrelationship between human resources and industry.…
- In India, many important public sector undertakings have been established. Their acronyms…
- Important information technology centres are called IT hubs. Find out with the help of the…
- If you become an industrialist, which of the following would you do?• Only make profits•…
- • In what context is this logo?• What will be the benefit of this programme?• What is the…
- Which factor amongst those mentioned below does not directly impact industrial…
- Which of the following is a small industry? Mark (√) in the box next to the right…
- Which of the following cities is not an IT Centre? Mark (√) in the box next to the right…
- An amount of 2% of the profits has to be utilized for which purpose by industries? Mark…
- Small and medium industries of the country are harmful to heavy industries. State whether…
- The level of industrialization is an indicator of the economic development of a country.…
- The aim of the industrial development corporation is to decentralize industrialization.…
- Corporate social responsibility is compulsory for every industrialist. State whether the…
- What are the facilities provided by the government to industrial estates? Answer the…
- Write in your own words how industrial development impacts national development. Answer…
- Give your opinion in short on the usefulness of Corporate Social Responsibility. Answer…
- Mention three features of small industries. Answer the following questions in three to…
- Explain the factors affecting industrial development. Write detailed answers to the…
- State the advantages of the Maharashtra Industrial Development Corporation. Write detailed…
- Explain the importance of the IT Industry Write detailed answers to the following…
- Considering India’s population, the development of industries is a good solution to the…
- The journey of clothes that we use from the farm to ourselves. Prepare a flow chart for…
- Essential factors for the location of any one industry. Prepare a flow chart for the…
- Medium industries and heavy industries Highlight the differences:…
- Agro-based industries and information technology industries Highlight the differences:…
- Collect information about anyone project undertaken in your village/city under the…
- Figure 8.1In figure 8.1 the sequence of two industrial processes has been given. Arrange…
- Study the factors given below and state which industries could develop in these regions.•…
- Study figure 8.2 and answer the following questions.• Name the industry at Jamshedpur?•…
- Examine all the three pictures shown below and answers the following questions.• Name the…
- Complete the list with reference to industries
- Study the factors given in fig 8.7 and classify them as per their advantages and…
- • What are the different ways of obtaining information?• Which is the fastest way of…
- Talk about the interrelationship between human resources and industry.…
- In India, many important public sector undertakings have been established. Their acronyms…
- Important information technology centres are called IT hubs. Find out with the help of the…
- If you become an industrialist, which of the following would you do?• Only make profits•…
- • In what context is this logo?• What will be the benefit of this programme?• What is the…
Exercise
Question 1.Mark (√) in the box next to the right alternative
Which factor amongst those mentioned below does not directly impact industrial development?
A. Water
B. Electricity
C. Labor
D. Air
Answer:Industrial development needs the main factor that is labour, water and electricity. Labour is the human capital involved in the process since humans are needed for the development of the industries. Air does not involve in any activity of the industrial process. Therefore, it has no impact on industrial development.
Question 2.Mark (√) in the box next to the right alternative
Which of the following is a small industry?
A. Machine industry
B. Book binding industry
C. Silk industry
D. Sugar industry
Answer:Bookbinding industry is a small-scale industry among the following because it needs only minimum materials for setting up. The machines involved in the bookbinding industry does not cost much and needs minimum labour force to work.
Question 3.Mark (√) in the box next to the right alternative
Which of the following cities is not an IT Centre?
A. Old Delhi
B. New Delhi
C. Noida
D. Bengaluru
Answer:Old Delhi is also Purani Dilli. The IT centre is situated in New Delhi, Noida and Bengaluru. Bangalore is also known as Silicon Valley of India because of having largest IT Park and is IT capital of India.
Question 4.Mark (√) in the box next to the right alternative
An amount of 2% of the profits has to be utilized for which purpose by industries?
A. Income tax
B. Corporate Social Responsibility
C. Goods and Service tax
D. Sales Tax
Answer:As per the definition of OECD, Corporate responsibility involves the search for an effective ‘fit’ between businesses and the societies in which they operate. It is a company’s sense of responsibility towards the community and environment (both ecological and social) in which it operates. A change in company law in India was made in April 2014; businesses with annual revenues of more than 10 billion rupees should give 2% of their net profit to charity.
Question 5.State whether the following statements are true or false. Correct the incorrect statements.
Small and medium industries of the country are harmful to heavy industries.
Answer:False
Small and medium industry cannot be harmful to the heavy industry in a country. This is because the heavy industrial output will be larger and it grows faster than the small and medium industries due to huge investment and technological advancement.
Question 6.State whether the following statements are true or false. Correct the incorrect statements.
The level of industrialization is an indicator of the economic development of a country.
Answer:True.
Level of industrialisation shows the level of economic development in the country. The higher the industrial development, higher employment opportunity, higher income, development in technology, etc. Therefore the industrial development reflects economic development in the country.
Question 7.State whether the following statements are true or false. Correct the incorrect statements.
The aim of the industrial development corporation is to decentralize industrialization.
Answer:False
The main aim of industrial development is to bring out new innovations and technology. Industrial development never aims to decentralize the industrialization rather it tries to centralize the industrialization.
Question 8.State whether the following statements are true or false. Correct the incorrect statements.
Corporate social responsibility is compulsory for every industrialist.
Answer:True
Yes, the corporate social responsibility is essential for the industrial unit. The law ensures 2% of the profit of the industrial unit must be contributed to society as a social responsibility. The industrial unit must ensure social responsibility in the society for the peaceful development of industries.
Question 9.Answer the following questions in three to four lines.
What are the facilities provided by the government to industrial estates?
Answer:An industrial estate is a place where the essential facilities and factory accommodation are provided by the government to the entrepreneurs to set up their industries here. In India, industrial estates have been utilized as an efficient instrument for the support and growth of small-scale industries. The government provides infrastructure facility, low-interest loan for setting up, access to the raw material, etc.
Question 10.Answer the following questions in three to four lines.
Write in your own words how industrial development impacts national development.
Answer:Industrial development impacts positively on the development of the economy. The industrial development will create more employment opportunity; when there are more employment opportunities, then there will be an increase in the overall income of the people. This increase in income will increase the standard of living of the community. Also, there will be technological and scientific development in the country due to the development of industrial units.
Question 11.Answer the following questions in three to four lines.
Give your opinion in short on the usefulness of Corporate Social Responsibility.
Answer:A corporation’s community figure is at the mercy of its social responsibility programs and how conscious consumers are of this program. Corporations can develop their public image by supporting nonprofits through financial donations, volunteerism, in-kind contributions of products and services, and strong partnerships.
When companies contribute money to nonprofit organizations and promote their employees to volunteer their time, they reveal to investors that they don’t just care about profits. And they attract many foreign investments to the company.
Apart from benefitting the company, it also helps in improving the conditions of the needy.
Question 12.Answer the following questions in three to four lines.
Mention three features of small industries.
Answer:• Labour intensive
The unique feature of the small-scale industries is that it will be labour intensive industries. It involves the labour force in the local and makes them employed. Unemployed in the local areas will be employed and their income rises.
• Low cost
There will be only minimal cost for setting up these small industries. It doesn’t involve any need for procurement of huge machines and factories. Therefore it requires a minimum cost for set up.
• Production
Since it is a small-scale industry and mainly uses labour intensive technique, then output produced will be less. Labour produce less output compared to a machine. Therefore the output will be less.
Question 13.Write detailed answers to the following questions.
Explain the factors affecting industrial development.
Answer:Industrial development is essential for economic development. There are some factors which influence the industrial development, they are
• Government policies
Government policies have a very important role in influencing industrial development. When the country’s economic policies are very rigid then setting up a new industry will be difficult. When the economic policies are very flexible, then the development of industries will be easier. Industrial development is very faster in China compared to India because of the economic policies.
• Labour
Cheap labour is another main factor for the industries. When there is cheap labour, it will reduce the cost of production. Low cost of production combined with higher will result in more profit thus leading to industrial development.
• Raw materials
The industry needs raw materials for the production process. The industries mainly locate in such a place that there will be easy access to the raw materials or make sure that there is adequate transportation facility to transport the raw materials.
Question 14.Write detailed answers to the following questions.
State the advantages of the Maharashtra Industrial Development Corporation.
Answer:Maharashtra Industrial Development Corporation (MIDC) is a scheme of the government of Maharashtra and is the most important Corporation. It provides business with infrastructure and transportation facilities such as land, roads, water supply, drainage facilities and street lights.
• Many industrial hubs, IT corridors and airport have been developed through the MIDC.
• Steady growth
More development in industrial units will ensure more growth in the economy. The growth is ensured by emphasizing more employment opportunities in the state.
• More favourable for a business atmosphere
MIDC makes the state more favourable for industrial and business development. More business attracts the investment from foreign for starting a new industry and business.
Question 15.Write detailed answers to the following questions.
Explain the importance of the IT Industry
Answer:Information technology (IT) is the use of computers to store, retain, transmit, and manipulate data, or information, often in the context of a business. The IT industry plays a vital role in the current world. Everything that we use now is connected to the internet and computers. IT is the development of modern science through computer gadgets. Importance of IT industry are:
• The huge volume of information
Because of the development of Information Technology, the internet came into picture which is useful in obtaining a huge volume of data within in the span of seconds.
• Storage of data
The computers and internet help in storage of massive data in small chip format or in the online form. This storage facility makes people less dependent on paper or books data.
• Development of education
The education system gets enhanced due to the development of the IT industry. Smart classes are being started in many schools due to the development of the IT industry.
• Business
It has a very important role in business and commerce also. The day to day activities in banks, business firms and other institutes are being run through the technological advancement of IT.
Question 16.Write detailed answers to the following questions.
Considering India’s population, the development of industries is a good solution to the problem of unemployment. Explain.
Answer:India apart from being highly populated country has massive unemployment and poverty. Industrial development will help to overcome the problem of unemployment. When the new industries are started, it needs huge land and labourers. For producing the output for industries, number labourers will be employed. These employed labourers will increase the employment status of the economy. The increase in employment will simultaneously increase the income of the people, then overall GDP of the economy increases. GDP is the national income of the country. When the GDP rises, there will be an increase in the standard of living of the people.
The standard of living ensures the rise in the development of the infrastructure, health, education and many other social factors. Therefore with a minimum effort of introducing a new industry, there is a massive impact in the economy as a whole. Then, it can be said that the development of industries is a good solution to the problem of unemployment.
Question 17.Prepare a flow chart for the following statements:
The journey of clothes that we use from the farm to ourselves.
Answer:The journey of cloth from farm to our hands can also be stated as its journey from to fibre to fabric. The journey of any cloth initially starts as a raw material. For instance, cotton comes from the cotton plants, silk from silkworms and wool from sheep/yak. These raw materials are allowed to grow and develop. Then they are extracted from their sources.
Cotton is grown from cotton seeds. It is harvested in the appropriate time, and the cotton fibre is separated from the seeds. The process is called ginning. In the case of silk, it is produced by the silkworms by feasting on the mulberry leaves. They weave a cocoon covering them which is boiled to separate silk from it. The process is called reeling of silk. Wool is extracted from the fur of sheep, goat or yak. Its fur is removed from the skin for the production of wool. This process is called shearing.
The subsequent steps involved in the processing of the fibre is similar for all kinds of fabrics. The fibres are spun together to form cloth threads. It can be done either manually or with machines. After spinning the clothes are dyed with the required colours. The threads are then knitted together to form cloth fabrics. This process is called weaving. This step converts the thread to fabric. Then the fabric is processed according to the requirements of the industries to different types of clothes. After the production is completed, they are sold to the wholesale and retail shops. From the shops, the clothes find their way towards buyers.
It can be represented by a flowchart-
![](data:image/png;base64,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)
Question 18.Prepare a flow chart for the following statements:
Essential factors for the location of any one industry.
Answer:The location of industries is determined by various factors like the availability of raw materials, markets, labour, power and electricity and so on. The location of strategic and heavy industries such as the iron and steel industry is very important for the functioning of the economy. The factors determining the location of the industries can be explained by-
• Raw materials- The basic raw materials required in the industry are scrap iron ore, coal and limestone. The industries will be located in areas where these materials are available.
• Energy- Iron and steel industry is related mostly to the resources of coal. Thus it is located in places where coal reserves and electricity is abundantly available.
• Transportation- Transportation facilities is very important for the functioning of any industry. Since the bulk materials are to be transported to other places, the industry is located in the points where transportation facilities are available.
• Labor- The industry is located in places where the skilled, unskilled and technically qualified labour force is available.
• Water- It is mainly required for the manufacture, processing, cooling and cleaning of the plants used in production.
• Market- The industry is located nearer to the availability of markets for the commodity. It also makes the transportation of the commodity easier.
It can be explained with a flowchart-
![](data:image/png;base64,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)
Question 19.Highlight the differences:
Medium industries and heavy industries
Answer:![](data:image/jpeg;base64,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)
Question 20.Highlight the differences:
Agro-based industries and information technology industries
Answer:![](data:image/jpeg;base64,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)
Mark (√) in the box next to the right alternative
Which factor amongst those mentioned below does not directly impact industrial development?
A. Water
B. Electricity
C. Labor
D. Air
Answer:
Industrial development needs the main factor that is labour, water and electricity. Labour is the human capital involved in the process since humans are needed for the development of the industries. Air does not involve in any activity of the industrial process. Therefore, it has no impact on industrial development.
Question 2.
Mark (√) in the box next to the right alternative
Which of the following is a small industry?
A. Machine industry
B. Book binding industry
C. Silk industry
D. Sugar industry
Answer:
Bookbinding industry is a small-scale industry among the following because it needs only minimum materials for setting up. The machines involved in the bookbinding industry does not cost much and needs minimum labour force to work.
Question 3.
Mark (√) in the box next to the right alternative
Which of the following cities is not an IT Centre?
A. Old Delhi
B. New Delhi
C. Noida
D. Bengaluru
Answer:
Old Delhi is also Purani Dilli. The IT centre is situated in New Delhi, Noida and Bengaluru. Bangalore is also known as Silicon Valley of India because of having largest IT Park and is IT capital of India.
Question 4.
Mark (√) in the box next to the right alternative
An amount of 2% of the profits has to be utilized for which purpose by industries?
A. Income tax
B. Corporate Social Responsibility
C. Goods and Service tax
D. Sales Tax
Answer:
As per the definition of OECD, Corporate responsibility involves the search for an effective ‘fit’ between businesses and the societies in which they operate. It is a company’s sense of responsibility towards the community and environment (both ecological and social) in which it operates. A change in company law in India was made in April 2014; businesses with annual revenues of more than 10 billion rupees should give 2% of their net profit to charity.
Question 5.
State whether the following statements are true or false. Correct the incorrect statements.
Small and medium industries of the country are harmful to heavy industries.
Answer:
False
Small and medium industry cannot be harmful to the heavy industry in a country. This is because the heavy industrial output will be larger and it grows faster than the small and medium industries due to huge investment and technological advancement.
Question 6.
State whether the following statements are true or false. Correct the incorrect statements.
The level of industrialization is an indicator of the economic development of a country.
Answer:
True.
Level of industrialisation shows the level of economic development in the country. The higher the industrial development, higher employment opportunity, higher income, development in technology, etc. Therefore the industrial development reflects economic development in the country.
Question 7.
State whether the following statements are true or false. Correct the incorrect statements.
The aim of the industrial development corporation is to decentralize industrialization.
Answer:
False
The main aim of industrial development is to bring out new innovations and technology. Industrial development never aims to decentralize the industrialization rather it tries to centralize the industrialization.
Question 8.
State whether the following statements are true or false. Correct the incorrect statements.
Corporate social responsibility is compulsory for every industrialist.
Answer:
True
Yes, the corporate social responsibility is essential for the industrial unit. The law ensures 2% of the profit of the industrial unit must be contributed to society as a social responsibility. The industrial unit must ensure social responsibility in the society for the peaceful development of industries.
Question 9.
Answer the following questions in three to four lines.
What are the facilities provided by the government to industrial estates?
Answer:
An industrial estate is a place where the essential facilities and factory accommodation are provided by the government to the entrepreneurs to set up their industries here. In India, industrial estates have been utilized as an efficient instrument for the support and growth of small-scale industries. The government provides infrastructure facility, low-interest loan for setting up, access to the raw material, etc.
Question 10.
Answer the following questions in three to four lines.
Write in your own words how industrial development impacts national development.
Answer:
Industrial development impacts positively on the development of the economy. The industrial development will create more employment opportunity; when there are more employment opportunities, then there will be an increase in the overall income of the people. This increase in income will increase the standard of living of the community. Also, there will be technological and scientific development in the country due to the development of industrial units.
Question 11.
Answer the following questions in three to four lines.
Give your opinion in short on the usefulness of Corporate Social Responsibility.
Answer:
A corporation’s community figure is at the mercy of its social responsibility programs and how conscious consumers are of this program. Corporations can develop their public image by supporting nonprofits through financial donations, volunteerism, in-kind contributions of products and services, and strong partnerships.
When companies contribute money to nonprofit organizations and promote their employees to volunteer their time, they reveal to investors that they don’t just care about profits. And they attract many foreign investments to the company.
Apart from benefitting the company, it also helps in improving the conditions of the needy.
Question 12.
Answer the following questions in three to four lines.
Mention three features of small industries.
Answer:
• Labour intensive
The unique feature of the small-scale industries is that it will be labour intensive industries. It involves the labour force in the local and makes them employed. Unemployed in the local areas will be employed and their income rises.
• Low cost
There will be only minimal cost for setting up these small industries. It doesn’t involve any need for procurement of huge machines and factories. Therefore it requires a minimum cost for set up.
• Production
Since it is a small-scale industry and mainly uses labour intensive technique, then output produced will be less. Labour produce less output compared to a machine. Therefore the output will be less.
Question 13.
Write detailed answers to the following questions.
Explain the factors affecting industrial development.
Answer:
Industrial development is essential for economic development. There are some factors which influence the industrial development, they are
• Government policies
Government policies have a very important role in influencing industrial development. When the country’s economic policies are very rigid then setting up a new industry will be difficult. When the economic policies are very flexible, then the development of industries will be easier. Industrial development is very faster in China compared to India because of the economic policies.
• Labour
Cheap labour is another main factor for the industries. When there is cheap labour, it will reduce the cost of production. Low cost of production combined with higher will result in more profit thus leading to industrial development.
• Raw materials
The industry needs raw materials for the production process. The industries mainly locate in such a place that there will be easy access to the raw materials or make sure that there is adequate transportation facility to transport the raw materials.
Question 14.
Write detailed answers to the following questions.
State the advantages of the Maharashtra Industrial Development Corporation.
Answer:
Maharashtra Industrial Development Corporation (MIDC) is a scheme of the government of Maharashtra and is the most important Corporation. It provides business with infrastructure and transportation facilities such as land, roads, water supply, drainage facilities and street lights.
• Many industrial hubs, IT corridors and airport have been developed through the MIDC.
• Steady growth
More development in industrial units will ensure more growth in the economy. The growth is ensured by emphasizing more employment opportunities in the state.
• More favourable for a business atmosphere
MIDC makes the state more favourable for industrial and business development. More business attracts the investment from foreign for starting a new industry and business.
Question 15.
Write detailed answers to the following questions.
Explain the importance of the IT Industry
Answer:
Information technology (IT) is the use of computers to store, retain, transmit, and manipulate data, or information, often in the context of a business. The IT industry plays a vital role in the current world. Everything that we use now is connected to the internet and computers. IT is the development of modern science through computer gadgets. Importance of IT industry are:
• The huge volume of information
Because of the development of Information Technology, the internet came into picture which is useful in obtaining a huge volume of data within in the span of seconds.
• Storage of data
The computers and internet help in storage of massive data in small chip format or in the online form. This storage facility makes people less dependent on paper or books data.
• Development of education
The education system gets enhanced due to the development of the IT industry. Smart classes are being started in many schools due to the development of the IT industry.
• Business
It has a very important role in business and commerce also. The day to day activities in banks, business firms and other institutes are being run through the technological advancement of IT.
Question 16.
Write detailed answers to the following questions.
Considering India’s population, the development of industries is a good solution to the problem of unemployment. Explain.
Answer:
India apart from being highly populated country has massive unemployment and poverty. Industrial development will help to overcome the problem of unemployment. When the new industries are started, it needs huge land and labourers. For producing the output for industries, number labourers will be employed. These employed labourers will increase the employment status of the economy. The increase in employment will simultaneously increase the income of the people, then overall GDP of the economy increases. GDP is the national income of the country. When the GDP rises, there will be an increase in the standard of living of the people.
The standard of living ensures the rise in the development of the infrastructure, health, education and many other social factors. Therefore with a minimum effort of introducing a new industry, there is a massive impact in the economy as a whole. Then, it can be said that the development of industries is a good solution to the problem of unemployment.
Question 17.
Prepare a flow chart for the following statements:
The journey of clothes that we use from the farm to ourselves.
Answer:
The journey of cloth from farm to our hands can also be stated as its journey from to fibre to fabric. The journey of any cloth initially starts as a raw material. For instance, cotton comes from the cotton plants, silk from silkworms and wool from sheep/yak. These raw materials are allowed to grow and develop. Then they are extracted from their sources.
Cotton is grown from cotton seeds. It is harvested in the appropriate time, and the cotton fibre is separated from the seeds. The process is called ginning. In the case of silk, it is produced by the silkworms by feasting on the mulberry leaves. They weave a cocoon covering them which is boiled to separate silk from it. The process is called reeling of silk. Wool is extracted from the fur of sheep, goat or yak. Its fur is removed from the skin for the production of wool. This process is called shearing.
The subsequent steps involved in the processing of the fibre is similar for all kinds of fabrics. The fibres are spun together to form cloth threads. It can be done either manually or with machines. After spinning the clothes are dyed with the required colours. The threads are then knitted together to form cloth fabrics. This process is called weaving. This step converts the thread to fabric. Then the fabric is processed according to the requirements of the industries to different types of clothes. After the production is completed, they are sold to the wholesale and retail shops. From the shops, the clothes find their way towards buyers.
It can be represented by a flowchart-
Question 18.
Prepare a flow chart for the following statements:
Essential factors for the location of any one industry.
Answer:
The location of industries is determined by various factors like the availability of raw materials, markets, labour, power and electricity and so on. The location of strategic and heavy industries such as the iron and steel industry is very important for the functioning of the economy. The factors determining the location of the industries can be explained by-
• Raw materials- The basic raw materials required in the industry are scrap iron ore, coal and limestone. The industries will be located in areas where these materials are available.
• Energy- Iron and steel industry is related mostly to the resources of coal. Thus it is located in places where coal reserves and electricity is abundantly available.
• Transportation- Transportation facilities is very important for the functioning of any industry. Since the bulk materials are to be transported to other places, the industry is located in the points where transportation facilities are available.
• Labor- The industry is located in places where the skilled, unskilled and technically qualified labour force is available.
• Water- It is mainly required for the manufacture, processing, cooling and cleaning of the plants used in production.
• Market- The industry is located nearer to the availability of markets for the commodity. It also makes the transportation of the commodity easier.
It can be explained with a flowchart-
Question 19.
Highlight the differences:
Medium industries and heavy industries
Answer:
Question 20.
Highlight the differences:
Agro-based industries and information technology industries
Answer:
Activity
Question 1.Collect information about anyone project undertaken in your village/city under the Corporative Social Responsibility and present it in the class.
Answer:Corporate social responsibility (CSR) is a business model that helps a company to be socially accountable — to itself, its stakeholders, and the public. By involving in corporate social responsibility, companies can be aware of the kind of influence they are having on all sides of the society- economic, social, and environmental.
The Procter & Gamble Company (P&G) is an American multinational consumer goods corporation headquartered in Ohio. It was founded in 1837 by British American William Procter and Irish American James Gamble. It specializes in a wide variety of personal health/consumer health, and personal care and hygiene products.
P&G’s leading Corporate Social Responsibility Program Shiksha is themed as Live, Learn and Thrive. Shiksha was launched in 2005 to enable consumers to contribute towards the cause of education of the deprived children. Since its initiation, Shiksha has made a donation of over Rs. 22 crores towards helping children on the path to improved education facilities. Shiksha has till date helped 280,000 neglected children to access their right to education. The program has constructed and reinforced over 140 schools across India, in partnership with NGOs like Round Table India (RTI), Save the Children (STC), Army Wives Welfare Association (AWWA) and Navy Wives Welfare Association (NWWA).
Each of Shiksha’s NGO partners focuses on an important approach to education. The NGO Round Table India concentrates on building educational infrastructure and supporting schools across India. Save the Children stresses on the education of the girl child by supporting the government’s Kasturba Gandhi BalikaVidhyalays, and the NGOs AWWA and NWWA attends to the educational requirements of the differently-abled children of naval and army officer’s families.
Shiksha’s involvements extend across health and hygiene facilities at schools such as clean drinking water and separate toilets for boys and girls, advanced educational aids such as libraries and computer centres, as well as basic infrastructure. Shiksha aims to shape the educational future of India brick – by – brick by addressing the need for better educational infrastructure and building the assets of schools.
Collect information about anyone project undertaken in your village/city under the Corporative Social Responsibility and present it in the class.
Answer:
Corporate social responsibility (CSR) is a business model that helps a company to be socially accountable — to itself, its stakeholders, and the public. By involving in corporate social responsibility, companies can be aware of the kind of influence they are having on all sides of the society- economic, social, and environmental.
The Procter & Gamble Company (P&G) is an American multinational consumer goods corporation headquartered in Ohio. It was founded in 1837 by British American William Procter and Irish American James Gamble. It specializes in a wide variety of personal health/consumer health, and personal care and hygiene products.
P&G’s leading Corporate Social Responsibility Program Shiksha is themed as Live, Learn and Thrive. Shiksha was launched in 2005 to enable consumers to contribute towards the cause of education of the deprived children. Since its initiation, Shiksha has made a donation of over Rs. 22 crores towards helping children on the path to improved education facilities. Shiksha has till date helped 280,000 neglected children to access their right to education. The program has constructed and reinforced over 140 schools across India, in partnership with NGOs like Round Table India (RTI), Save the Children (STC), Army Wives Welfare Association (AWWA) and Navy Wives Welfare Association (NWWA).
Each of Shiksha’s NGO partners focuses on an important approach to education. The NGO Round Table India concentrates on building educational infrastructure and supporting schools across India. Save the Children stresses on the education of the girl child by supporting the government’s Kasturba Gandhi BalikaVidhyalays, and the NGOs AWWA and NWWA attends to the educational requirements of the differently-abled children of naval and army officer’s families.
Shiksha’s involvements extend across health and hygiene facilities at schools such as clean drinking water and separate toilets for boys and girls, advanced educational aids such as libraries and computer centres, as well as basic infrastructure. Shiksha aims to shape the educational future of India brick – by – brick by addressing the need for better educational infrastructure and building the assets of schools.
Intext Questions
Question 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)
Figure 8.1
In figure 8.1 the sequence of two industrial processes has been given. Arrange the pictures in proper sequence and write the sequential number in the box given below.
• Name the two industries
• Name the raw material and the finished product of both these industries.
• How is the raw material converted into the finished product?
• Why is it necessary to convert the raw material into the finished product?
Answer:• The two industries are cotton industry and sugar industry.
• Cotton industry:
Raw material- cotton balls (i.e. raw cotton)
Final product- spun/ woven cloth.
Sugar industry:
Raw material- sugarcane
Final product- sugar/jaggery
• Cotton industry:
a. Cotton plants are cultivated and are grown in their respective seasons.
b. They are harvested and then sent to the factories in bulk quantities.
c. Here, they are refined and spun into threads, which are then dyed according to colour requirements.
d. Then, these threads are woven to create cloth.
Sugar industry:
a. Sugarcane, which is a year-long crop, is grown and harvested.
b. They are sent to the factories via roadways, i.e. mostly trucks.
c. At the factories, they are cut, juiced and prepared as per requirements.
d. This forms the final product, i.e. sugar.
• a. The conversion of raw materials into final goods is very essential because many of the products cannot be used in their raw state. Other than that, many a times, the value of finished product is much more than the raw material and can be used for earning huge profits. E.g. cotton clothes are more likely to earn profits rather than raw cotton.
Question 2.Study the factors given below and state which industries could develop in these regions.
• Excellent transport facilities, skilled labour and uninterrupted supply of electricity.
• Limestone deposits, cheap labour, uninterrupted supply of water and electricity, increasing urbanisation.
• Fruit orchards, labour, excellent transportation facilities, unlimited water supply, uninterrupted electricity and ready market.
Answer:• Textile industry, Chemical industry, Food processing industry.
• Iron and Steel industry, Mining industry.
• Food processing and manufacturing industries like juice and other perishable products which requires ready market.
Question 3.![](data:image/png;base64,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)
Study figure 8.2 and answer the following questions.
• Name the industry at Jamshedpur?
• Which raw material is required for this industry?
• From which areas is this raw material obtained?
• Why is coal used in this industry?
• State with reasons if it would be feasible to set up an iron and steel industry in your district?
Answer:• Jamshedpur houses some of the most important iron and steel industries of India.
• Iron ore (mostly haematite and magnetite) is required for this industry.
• This raw material is obtained from the areas in and around Jamshedpur.
• Coal is used in order to power the thermal power plants, which produce electricity for the process.
• No, it will not be feasible to set up an iron and steel industry in my district.
This is because it lacks the required amount f resources to set up the industry. Hence, even if the industry is set up, it will lead to more losses than profits.
Question 4.Examine all the three pictures shown below and answers the following questions.
• Name the industry shown in picture A
• What is the difference between the industries shown in pictures A and B?
• What is distinctive about the industry in picture C.
• Identify the industry shown in the picture above.
• Name some more similar industries.
Answer:• The industry shown in picture A is a food industry, which is run by a self-help group.
• The difference between the two pictures is that A is agro-based and B is forest-based.
• The industry shown in picture C is an iron and steel industry, with modernized equipment and technology.
• The industry shown in the picture is an iron and steel industry.
• Some similar industries are the coal and petroleum industries.
Question 5.Complete the list with reference to industries
Answer:![](data:image/png;base64,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)
Question 6.Study the factors given in fig 8.7 and classify them as per their advantages and disadvantages in relation to industries.
Answer:![](data:image/png;base64,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)
Question 7.• What are the different ways of obtaining information?
• Which is the fastest way of obtaining information?
• How do WhatsApp, Facebook, Google maps, etc. work?
Answer:• Newspapers, books, the internet and word of mouth are a few ways to obtain information.
• The internet is the fastest way of obtaining information.
• Whatsapp works to connect people via messaging, voice calls and video calls.
Facebook connects people through user-friendly interactive features.
Google maps help in navigation, thus connecting people.
Question 8.Talk about the interrelationship between human resources and industry.
Answer:The interrelationship between Human Resources and industry-
a. Human resources are the foundation stones for industries, as it is not possible to run an industry without efficient HR.
b. Human resource is one of the major contributors to the development of industries.
c. The development of industry is proportional to the quality of human resource. Better the human resources, higher the industrial development.
Hence, an efficient human resource is absolutely essential for industries.
Question 9.In India, many important public sector undertakings have been established. Their acronyms (abbreviated forms) have been given. Find their long forms and write them down. BHEL, BEL, HAL, ONGC, NTPC, NTC, SAL, GAIL, e.g., BHEL: Bharat Heavy Electricals Limited.
Answer:Following are the full forms of the acronyms-
1. BHEL – Bharat Heavy Electricals Limited
2. BEL – Bharat Electricals Limited
3. HAL – Hindustan Aeronautics Limited
4. ONGC – Oil and Natural Gas Corporation
5. NTPC – National Thermal Power Corporation
6. NTC – National Textile Corporation
7. SAL - Société Anonyme Libanaise
8. GAIL – Gas Authority of India Limited
Question 10.Important information technology centres are called IT hubs. Find out with the help of the internet in which cities such hubs have developed and mark them on an outline map of India.
Answer:![](data:image/jpeg;base64,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Question 11.If you become an industrialist, which of the following would you do?
• Only make profits
• Start a second industry from the earlier one as a supplementary industry.
• Will spend some amount for the society after the deduction of tax.
• Provide help for the creation of new industrialist.
Answer:If I became an industrialist, I would-
a. Start a second industry from the earlier one as a supplementary industry.
b. Spend some amount of money for society after the deduction of tax.
c. Provide help for the creation of a new industrialist.
Question 12.![](data:image/png;base64,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)
• In what context is this logo?
• What will be the benefit of this programme?
• What is the correlation between this programme and employment?
• Which are the Navaratana industries of India?
• Why do you think they have been accorded this status of Navaratna?
Answer:• This is the logo of Make In India.
• This programme was introduced in order to promote the development of indigenous industries.
a. It has helped a number of industries which were in the shadows to rise to prominence.
b. It has boosted the Indian economy.
• This programme has boosted employment in various ways.
This is because with the development of industries, a higher amount of labour is required, generating more employment opportunities.
• The Navaratna industries of India are-
1. Bharat Electronics Limited (BEL)
2. Container Corporation of India Limited
3. Engineers India Limited
4. Hindustan Aeronautics Limited
5. Hindustan Petroleum Corporation Limited
6. Mahanagar Telephone Nigam Limited
7. National Aluminium Company Limited
8. National Buildings Construction Corporation Limited
9. NMDC Limited
10. Neyveli Lignite Corporation Limited
11. Power Finance Corporation Limited
12. Power Grid Corporation of India Limited
13. Rashtriya Ispat Nigam Limited
14. Rural Electrification Corporation Limited
15. Shipping Corporation of India Limited
• Some of the Public Sector Enterprises (PSE) are accorded the status of Navaratna as these industries are vested with autonomous powers in order to make them stand tall in the global environment. These industries can invest upto Rupees one thousand crores without the explicit approval of the government.
Figure 8.1
In figure 8.1 the sequence of two industrial processes has been given. Arrange the pictures in proper sequence and write the sequential number in the box given below.
• Name the two industries
• Name the raw material and the finished product of both these industries.
• How is the raw material converted into the finished product?
• Why is it necessary to convert the raw material into the finished product?
Answer:
• The two industries are cotton industry and sugar industry.
• Cotton industry:
Raw material- cotton balls (i.e. raw cotton)
Final product- spun/ woven cloth.
Sugar industry:
Raw material- sugarcane
Final product- sugar/jaggery
• Cotton industry:
a. Cotton plants are cultivated and are grown in their respective seasons.
b. They are harvested and then sent to the factories in bulk quantities.
c. Here, they are refined and spun into threads, which are then dyed according to colour requirements.
d. Then, these threads are woven to create cloth.
Sugar industry:
a. Sugarcane, which is a year-long crop, is grown and harvested.
b. They are sent to the factories via roadways, i.e. mostly trucks.
c. At the factories, they are cut, juiced and prepared as per requirements.
d. This forms the final product, i.e. sugar.
• a. The conversion of raw materials into final goods is very essential because many of the products cannot be used in their raw state. Other than that, many a times, the value of finished product is much more than the raw material and can be used for earning huge profits. E.g. cotton clothes are more likely to earn profits rather than raw cotton.
Question 2.
Study the factors given below and state which industries could develop in these regions.
• Excellent transport facilities, skilled labour and uninterrupted supply of electricity.
• Limestone deposits, cheap labour, uninterrupted supply of water and electricity, increasing urbanisation.
• Fruit orchards, labour, excellent transportation facilities, unlimited water supply, uninterrupted electricity and ready market.
Answer:
• Textile industry, Chemical industry, Food processing industry.
• Iron and Steel industry, Mining industry.
• Food processing and manufacturing industries like juice and other perishable products which requires ready market.
Question 3.
Study figure 8.2 and answer the following questions.
• Name the industry at Jamshedpur?
• Which raw material is required for this industry?
• From which areas is this raw material obtained?
• Why is coal used in this industry?
• State with reasons if it would be feasible to set up an iron and steel industry in your district?
Answer:
• Jamshedpur houses some of the most important iron and steel industries of India.
• Iron ore (mostly haematite and magnetite) is required for this industry.
• This raw material is obtained from the areas in and around Jamshedpur.
• Coal is used in order to power the thermal power plants, which produce electricity for the process.
• No, it will not be feasible to set up an iron and steel industry in my district.
This is because it lacks the required amount f resources to set up the industry. Hence, even if the industry is set up, it will lead to more losses than profits.
Question 4.
Examine all the three pictures shown below and answers the following questions.
• Name the industry shown in picture A
• What is the difference between the industries shown in pictures A and B?
• What is distinctive about the industry in picture C.
• Identify the industry shown in the picture above.
• Name some more similar industries.
Answer:
• The industry shown in picture A is a food industry, which is run by a self-help group.
• The difference between the two pictures is that A is agro-based and B is forest-based.
• The industry shown in picture C is an iron and steel industry, with modernized equipment and technology.
• The industry shown in the picture is an iron and steel industry.
• Some similar industries are the coal and petroleum industries.
Question 5.
Complete the list with reference to industries
Answer:
Question 6.
Study the factors given in fig 8.7 and classify them as per their advantages and disadvantages in relation to industries.
Answer:
Question 7.
• What are the different ways of obtaining information?
• Which is the fastest way of obtaining information?
• How do WhatsApp, Facebook, Google maps, etc. work?
Answer:
• Newspapers, books, the internet and word of mouth are a few ways to obtain information.
• The internet is the fastest way of obtaining information.
• Whatsapp works to connect people via messaging, voice calls and video calls.
Facebook connects people through user-friendly interactive features.
Google maps help in navigation, thus connecting people.
Question 8.
Talk about the interrelationship between human resources and industry.
Answer:
The interrelationship between Human Resources and industry-
a. Human resources are the foundation stones for industries, as it is not possible to run an industry without efficient HR.
b. Human resource is one of the major contributors to the development of industries.
c. The development of industry is proportional to the quality of human resource. Better the human resources, higher the industrial development.
Hence, an efficient human resource is absolutely essential for industries.
Question 9.
In India, many important public sector undertakings have been established. Their acronyms (abbreviated forms) have been given. Find their long forms and write them down. BHEL, BEL, HAL, ONGC, NTPC, NTC, SAL, GAIL, e.g., BHEL: Bharat Heavy Electricals Limited.
Answer:
Following are the full forms of the acronyms-
1. BHEL – Bharat Heavy Electricals Limited
2. BEL – Bharat Electricals Limited
3. HAL – Hindustan Aeronautics Limited
4. ONGC – Oil and Natural Gas Corporation
5. NTPC – National Thermal Power Corporation
6. NTC – National Textile Corporation
7. SAL - Société Anonyme Libanaise
8. GAIL – Gas Authority of India Limited
Question 10.
Important information technology centres are called IT hubs. Find out with the help of the internet in which cities such hubs have developed and mark them on an outline map of India.
Answer:
Question 11.
If you become an industrialist, which of the following would you do?
• Only make profits
• Start a second industry from the earlier one as a supplementary industry.
• Will spend some amount for the society after the deduction of tax.
• Provide help for the creation of new industrialist.
Answer:
If I became an industrialist, I would-
a. Start a second industry from the earlier one as a supplementary industry.
b. Spend some amount of money for society after the deduction of tax.
c. Provide help for the creation of a new industrialist.
Question 12.
• In what context is this logo?
• What will be the benefit of this programme?
• What is the correlation between this programme and employment?
• Which are the Navaratana industries of India?
• Why do you think they have been accorded this status of Navaratna?
Answer:
• This is the logo of Make In India.
• This programme was introduced in order to promote the development of indigenous industries.
a. It has helped a number of industries which were in the shadows to rise to prominence.
b. It has boosted the Indian economy.
• This programme has boosted employment in various ways.
This is because with the development of industries, a higher amount of labour is required, generating more employment opportunities.
• The Navaratna industries of India are-
1. Bharat Electronics Limited (BEL)
2. Container Corporation of India Limited
3. Engineers India Limited
4. Hindustan Aeronautics Limited
5. Hindustan Petroleum Corporation Limited
6. Mahanagar Telephone Nigam Limited
7. National Aluminium Company Limited
8. National Buildings Construction Corporation Limited
9. NMDC Limited
10. Neyveli Lignite Corporation Limited
11. Power Finance Corporation Limited
12. Power Grid Corporation of India Limited
13. Rashtriya Ispat Nigam Limited
14. Rural Electrification Corporation Limited
15. Shipping Corporation of India Limited
• Some of the Public Sector Enterprises (PSE) are accorded the status of Navaratna as these industries are vested with autonomous powers in order to make them stand tall in the global environment. These industries can invest upto Rupees one thousand crores without the explicit approval of the government.