Class 9th Social Studies AP Board Solution
Improve Your Learning- Which of the following statement about the lives of industrial workers is correct? And…
- List some of the problems faced by workers of those times. Discuss if such problems exist…
- Write a paragraph comparing the ideas of capitalism and socialism. How were they similar…
- How was the idea of equality being similar or differently challenged by women and workers…
- Draw a poster to illustrate the ideas of “liberty, equality, and justice” within the…
- Locate the countries in the world map in which the protest movements took place.…
- Which of the following statement about the lives of industrial workers is correct? And…
- List some of the problems faced by workers of those times. Discuss if such problems exist…
- Write a paragraph comparing the ideas of capitalism and socialism. How were they similar…
- How was the idea of equality being similar or differently challenged by women and workers…
- Draw a poster to illustrate the ideas of “liberty, equality, and justice” within the…
- Locate the countries in the world map in which the protest movements took place.…
Improve Your Learning
Question 1.Which of the following statement about the lives of industrial workers is correct? And correct the false statements
• Workers controlled the industries
• Living conditions of the workers were comfortable
• Low wages was one of the reasons for discontent among the workers
• During the phase of industrialisation there was emphasis on emotions and feeling
• Romantic writers and artists tried to highlight values of closeness to nature as described in folk tales and folksongs
Answer:• Workers controlled the industries
The statement is false.
Workers do not control industries. Attempts are made by communists, democrats etc. to enable workers to take over the control of the industries
• Living conditions of the workers were comfortable
The statement is false.
The living conditions of workers are not comfortable because they are not paid well. In most cases, they get limited provisions for living.
• Low wages was one of the reasons for discontent among the workers
The statement is true.
The workers are not paid according to their work. The unpaid labour of the worker is the profit of the industrialists.
• During the phase of industrialisation, there was an emphasis on emotions and feeling
The statement is false.
There is no emphasis on emotions and feeling in the phase of industrialisation. It involves broad re-organisation of an economy for the function of manufacturing.
• Romantic writers and artists tried to highlight values of closeness to nature as described in folk tales and folk songs
The statement is true.
Writers and artists manifested humanitarian values in their creative works like tales and folk songs.
Question 2.List some of the problems faced by workers of those times. Discuss if such problems exist in our times too.
Answer:The industrialization made workers do more specialized jobs. The problems faced by workers are:
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)
The problems of workers are lessened when compared to the early phase of industrialisation. The spread of communist and socialist ideas and the emergence of labour unions provided the workers with the strength of coming together and demand their own rights. But the privatisations in the industrial sector are creating labour problems.
Question 3.Write a paragraph comparing the ideas of capitalism and socialism. How were they similar or different?
Answer:Capitalism and socialism are systems of ideas and ideals, especially one which structure the basis of economic or political theory and policy. Capitalism and socialism are compared based on the following aspects:
1) Justice: The capitalist economy is carefree about equity and justice (in the sense of equality).
• The capitalists argue that inequality is a powerful force that promotes innovation, which then results in economic development.
• The primary concern of socialism is an impartial redistribution of wealth and resources from the rich to the poor.
2) Ownership
• In a capitalist economy, property and businesses are owned and controlled by individuals.
• In a socialist economy, the state owns and controls the major means of production.
3) Efficiency
• In capitalism, profit incentive leads to innovation of new products that have demand in the marketplace.
• It is argued that in socialism, the means of production leads to inefficiency because, without the motivation of earning more money, management, workers, and developers are difficult.
4) Employment
1) In a capitalist economy, the state does not directly employ the workforce. This can lead to unemployment.
2) In a socialist economy, the state is the most important employer. During times of economic suffering, the socialist state can order new take on.
Capitalism is the ancient political system, whose origin dates back to 1400 AD in Europe. Socialism was evolved in France from 1800 AD. The combination of the two economies is the best for any society. The mixed economy accepts the merits of both the systems.
Question 4.How was the idea of equality being similar or differently challenged by women and workers movements?
Answer:Women’s movement is a need because the crack between women and men is the keystone to problems in gender equality. Women and children are discriminated in personal, family and public spaces. Girls and women still suffer unreasonably from gender-based violence, inequity, and lack of contact with basic human rights.
The idea of equality is so important in all periods in history.
a) We need a women's movement because the movement's vision of change goes well beyond the concept of creating gender equality.
b) Women’s movement is about pointing out how we can take care of every woman who is very much needed to sustain all life. Making this kind of deep and lasting change is not a small thing.
c) Women’s movement demands massive systems change, including reorganization of our economies, politics, and religious institutions, own personal habits, motivations, and way of living together in our social system.
Question 5.Draw a poster to illustrate the ideas of “liberty, equality, and justice” within the context of workers, and women. Identify occasions where these ideas are being violated.
Answer:![](data:image/jpeg;base64,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)
Question 6.Locate the countries in the world map in which the protest movements took place.
Answer:![](data:image/jpeg;base64,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U9+OD9RUb/ACjDIFP94dP/AK1T0UWE0mVypFJUxiHOw7M9R2P4VGylR8yY/wBpeRU2M3DsNpVUt0pUXchI59CO1RpFdRxnc/myDJBVQqn046/rSYRg2PKMqlmwoHcnFNDBnCR5kY9FjG4/pVRNNSVobk3c1nOAc+bG8hQ/7pJQ11Ntf2KxKn2uDcB8x4TJ7nFZSqNbI6Y4eL3ZhlJB1gmHr+6bj9KXyp+v2afH/XJv8K6dJEkXdGysvqpyKfWftmafVYdzlRFMf+Xa4PsIj/WnmKcA5sLjYoGX2f06109Jij20hrDQRyazRkoZEeAsA2yZdpxzz+lVJpr+KX9y1rPD/e2kMPbjj8q7fAoAAGAMCj2zsNYeKZzlhbDUYTJb3cD7ThwYmBU+hGastody2MXcUYBzlYc7vY5NbWAO1LU+0l3L9lDsYjaRdKcq1vJ7EFcfzqNNJ1BnkLLaogxsTJJPqSf5cVv0ho9rIPYw7GGulXvIMduvP3vMJ/TFWbbSpY7qO4luFzH0EakZ9iSentWTrF3fG4Ms2nTwJEvySpI+R6/cDA9veobbUr55EjkvWjYkgqz/ADDHbBHWq5pS0uLlhDWxseI7eyOnm+u5lt3tRuiuGJxGxIHQdc9PxrHtZJZbOJ7pVW4ZcuFGAD/+qpmjZmzIrSEd5CW/nQyuTkqcmtacHHc5K1RT2Q2ilKsOopACa0OYKKXa3oaNjehoCzEpwjY9BTokjZ2E1wLYKcDMZYt756D9atQHRpbxbTz5ridhna2/GPU4AFRKokdEMO5blPymHJAA9zS2Vnc6pKVmgaKybcCVCkSD+E5PPPsO9by6XYL0tIj9Vz/OrKoqKERQqqMAAYAFYyqtrQ6aeHUXdkKWFqghxbpm3GIiV5X6U82tuV2mCIj02CpaKxOkZHHHEgSNFRR0VRgCnYpaKAExRilooASilooAKKKKACiiigAooooAgvLSK9gMEwYoSDgNjpSW1jb2hLRJ87DBdiSx/E1YooAKKKKACiiigAooooAKKKKACiiigAooooAKKimuIbdPMnmjiT+87BR+tVG1qzGdplkGcZSMkH8elNJvYTaW5fqpNqdnA7RtMGdTgogLEfgKxr/U7q8u0hjikisvLJkfeAzPkYXjkDGelRK5RQq4VR0AFaxpN7nPUxCjojRk1uXJEVpt9DLJjP4DNVbm9nu1KyzbIz1jiyN3sW6kflVbk+9KVKjLDA9TWypxRzOvNjUVY41jjUJGowqqMACnBSacF3fcQn3bgU4RZA8xt2O3QflWljPkb3GL82Ng3HPJ/h/OpFiA5b5j6dh+FPoqrFpJBRRRQMKKKKACiiigAooooAKKKKACiiigRQsv+Siwf9gaX/0clFFl/wAlFg/7A0v/AKOSiuCp8TO+n8CKXhD/AJBFx/2Ebr/0a1blYXg//kEXP/YRuv8A0a1btd0djjl8QUUUUyQooooAKKKKAGtGrHdjDf3hwaTEi9w49+DT6KAIJbyCEqszNEX4G5T/ADHFQ+TGmGW8n6f8tHZgfzq71BB5B6ikRWhOYJZIfZG4/Lp+lTJPoVFpbiade2unyyOyq5kABkjfJ47FSf5VpDxDpeObkqfQxt/hVVb++UYLQS/7TxkH9DTv7Tvv7tt/3y3+Nc0qcm9jpjUiluWv7f0vvdhf95GH8xVm0vrW+RntZllVTglexrM/tS//ALtt+Tf40f2pf/3bb/vlv8an2U+xXtYdzborF/tS/wD7tt+Tf40f2pf/AN22/Jv8aPZT7B7WHc2qKxP7Uv8A+7bfk3+NH9qX/wDdtvyb/Gj2U+we1h3NuisX+1L/APu235N/jR/al/8A3bb8m/xo9lPsHtYdzaqBrK0dy72sLO3VjGCT+NZn9qX/APdtvyb/ABpP7Uv/AO7bfk3+NHsp9g9rDuXTo9iekJT/AHHZf5GmNosP8E06f8Dz/MGq39qX/wDdtvyb/Gk/tS//ALtt+Tf401CoiXOmyV9Fk523nX+/ED/LFRR6Lck/vJokA6FVLZ/PGP1o/tS//u235N/jR/al/wD3bb8m/wAaq1Un9yyYaKe94/8AwFFH9Kcuirn95dTMPQYX9QKr/wBqX/8Adtvyb/Gj+1L/APu235N/jS5ao+akXRpFkOsbt/vSsf61LFp9nC6vHbRq69G28j8azv7Uv/7tt+Tf40f2pf8A922/Jv8AGp9nUKVSmjaorF/tS/8A7tt+Tf40f2pf/wB22/Jv8aXsp9h+1h3NqisT+1L/APu235N/jS/2pf8A922/Jv8AGn7KfYPaw7m1RWL/AGpf/wB22/Jv8aP7Uv8A+7bfk3+NHsp9g9rDubVFYv8Aal//AHbb8m/xo/tS/wD7tt+Tf40eyn2D2sO5tUVi/wBqX/8Adtvyb/Gj+1L/APu235N/jR7KfYPaw7m1RWJ/al//AHbb/vlv8aP7Uv8A0tv++W/xo9lPsHtYdzborF/tS/8A7tt+Tf40f2pf/wB22/Jv8aXsp9g9rDubVFYv9qX/APdtvyb/ABo/tS//ALtt+Tf40/ZT7B7WHc2qKxP7Uv8A+7bfk3+NH9qX/wDdtvyb/Gj2U+we1h3NuisX+1L/APu235N/jR/al/8A3bb8m/xo9lPsHtYdzaorF/tS/wD7tt+Tf40f2pf/AN22/Jv8aPZT7B7WHc2qKxf7Uv8A+7bfk3+NJ/al/wD3bb8m/wAaPZT7B7WHc26Kxf7Uv/7tt+Tf40n9qX/pbf8AfLf40eyn2D2sO5t0Vif2pf8Apbf98t/jS/2pf/3bb8m/xo9lPsHtYdzaorF/tS//ALtt+Tf40f2pf/3bb8m/xpeyn2D2sO5V13w7JeavbatDFHdzQjYsNw21Ix/fU4PzfUHr2pWtbxs77KUYOPlZWz79asf2pf8A922/Jv8AGkbUb9xjdBH7qhJ/U1pGNSOljObpz3KnkSY5t7lT3BhP9KhSWF5GjRnZ16gIePx6VZkDT/8AHxLJN7O3y/kOKUAKAFAAHQAVvFS6nNKMOhEsb+yD8z/hTxGoO77zercmnUVYtgooooGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAihZf8lFg/wCwNL/6OSiiy/5KNB/2Bpf/AEclFcFT4mehT+BGVbaFren+dFYa/FFBJPJMqPp6uVLsWIzu561N9g8T/wDQyW3/AILF/wDi6KK6djnL8fh3xPJGr/8ACVW43DOP7KX/AOLp3/CNeJ/+hrt//BUv/wAXRRXNzy7nRyR7B/wjXib/AKGu3/8ABUv/AMXR/wAI14n/AOhrt/8AwVL/APF0UUc8u4ckewf8I14m/wChrt//AAVL/wDF0f8ACNeJ/wDoa7f/AMFS/wDxdFFHPLuHJHsH/CNeJ/8Aoa7f/wAFS/8AxdH/AAjXif8A6Gu3/wDBUv8A8XRRRzy7hyR7B/wjXif/AKGu3/8ABUv/AMXR/wAI14n/AOhrt/8AwVL/APF0UUc8u4ckewf8I14n/wChrt//AAVL/wDF0f8ACNeJ/wDoa7f/AMFS/wDxdFFHPLuHJHsH/CNeJv8Aoa7f/wAFS/8AxdH/AAjXif8A6Gu3/wDBUv8A8XRRRzy7hyR7B/wjXif/AKGu3/8ABUv/AMXR/wAI14n/AOhrt/8AwVL/APF0UUc8u4ckewf8I14n/wChrt//AAVL/wDF0f8ACNeJ/wDoa7f/AMFS/wDxdFFHPLuHJHsH/CNeJ/8Aoa7f/wAFS/8AxdH/AAjXib/oa7f/AMFS/wDxdFFHPLuHJHsH/CNeJv8Aoa7f/wAFS/8AxdH/AAjXif8A6Gu3/wDBUv8A8XRRRzy7hyR7B/wjXif/AKGu3/8ABUv/AMXR/wAI14n/AOhrt/8AwVL/APF0UUc8u4ckewf8I14n/wChrt//AAVL/wDF0f8ACNeJv+hrt/8AwVL/APF0UUc8u4ckewf8I14m/wChrt//AAVL/wDF0f8ACNeJ/wDoa7f/AMFS/wDxdFFHPLuHJHsH/CNeJ/8Aoa7f/wAFS/8AxdH/AAjXif8A6Gu3/wDBUv8A8XRRRzy7hyR7B/wjXif/AKGu3/8ABUv/AMXR/wAI14n/AOhrt/8AwVL/APF0UUc8u4ckewf8I14n/wChrt//AAVL/wDF0f8ACNeJ/wDoa7f/AMFS/wDxdFFHPLuHJHsH/CNeJv8Aoa7f/wAFS/8AxdH/AAjXif8A6Gu3/wDBUv8A8XRRRzy7hyR7B/wjXif/AKGu3/8ABUv/AMXR/wAI14n/AOhrt/8AwVL/APF0UUc8u4ckewf8I14n/wChrt//AAVL/wDF0f8ACNeJ/wDoa7f/AMFS/wDxdFFHPLuHJHsH/CNeJ/8Aoa7f/wAFS/8AxdH/AAjXib/oa7f/AMFS/wDxdFFHPLuHJHsH/CNeJ/8Aoa7f/wAFS/8AxdH/AAjXif8A6Gu3/wDBUv8A8XRRRzy7hyR7B/wjXif/AKGu3/8ABUv/AMXUN1oXia1tpZ/+Eot38tS23+y1Gf8Ax+iijnl3Dkj2I9P0jxNf2i3A8TW8eSRt/stT0999Wv8AhGvE/wD0Ndv/AOCpf/i6KKOeXcOSPYP+Ea8Tf9DXb/8AgqX/AOLo/wCEa8Tf9DXb/wDgqX/4uiijnl3Dkj2D/hGvE/8A0Ndv/wCCpf8A4uj/AIRrxP8A9DXb/wDgqX/4uiijnl3Dkj2D/hGvE/8A0Ndv/wCCpf8A4uj/AIRrxP8A9DXb/wDgqX/4uiijnl3Dkj2D/hGvE/8A0Ndv/wCCpf8A4uj/AIRrxP8A9DXb/wDgqX/4uiijnl3Dkj2D/hGvE3/Q12//AIKl/wDi6P8AhGvE/wD0Ndv/AOCpf/i6KKOeXcOSPYP+Ea8Tf9DXb/8AgqX/AOLo/wCEa8T/APQ12/8A4Kl/+Looo55dw5I9g/4RrxP/ANDXb/8AgqX/AOLpf+Ea8T/9DXb/APgqX/4uiijnl3Dkj2E/4RrxP/0Ndv8A+Cpf/i6P+Ea8T/8AQ12//gqX/wCLooo55dw5I9g/4RrxP/0Ndv8A+Cpf/i6P+Ea8T/8AQ12//gqX/wCLooo55dw5I9g/4RrxP/0Ndv8A+Cpf/i6P+Ea8Tf8AQ12//gqX/wCLooo55dw5I9g/4RrxP/0Ndv8A+Cpf/i6P+Ea8Tf8AQ12//gqX/wCLooo55dw5I9g/4RrxP/0Ndv8A+Cpf/i6P+Ea8Tf8AQ12//gqX/wCLooo55dw5I9g/4RrxP/0Ndv8A+Cpf/i6P+Ea8T/8AQ12//gqX/wCLooo55dw5I9g/4RrxP/0Ndv8A+Cpf/i6P+Ea8T/8AQ12//gqX/wCLooo55dw5I9g/4RrxP/0Ndv8A+Cpf/i6P+Ea8T/8AQ12//gqX/wCLooo55dw5I9g/4RrxP/0Ndv8A+Cpf/i6P+Ea8T/8AQ12//gqX/wCLooo55dw5I9g/4RrxP/0Ndv8A+Cpf/i6P+Ea8T/8AQ12//gqX/wCLoopc8u4+SPYsaL4a1Cz186tqOspfSLaNbIiWghCguGJ4Y55Wiiik3ca0P//Z)
Which of the following statement about the lives of industrial workers is correct? And correct the false statements
• Workers controlled the industries
• Living conditions of the workers were comfortable
• Low wages was one of the reasons for discontent among the workers
• During the phase of industrialisation there was emphasis on emotions and feeling
• Romantic writers and artists tried to highlight values of closeness to nature as described in folk tales and folksongs
Answer:
• Workers controlled the industries
The statement is false.
Workers do not control industries. Attempts are made by communists, democrats etc. to enable workers to take over the control of the industries
• Living conditions of the workers were comfortable
The statement is false.
The living conditions of workers are not comfortable because they are not paid well. In most cases, they get limited provisions for living.
• Low wages was one of the reasons for discontent among the workers
The statement is true.
The workers are not paid according to their work. The unpaid labour of the worker is the profit of the industrialists.
• During the phase of industrialisation, there was an emphasis on emotions and feeling
The statement is false.
There is no emphasis on emotions and feeling in the phase of industrialisation. It involves broad re-organisation of an economy for the function of manufacturing.
• Romantic writers and artists tried to highlight values of closeness to nature as described in folk tales and folk songs
The statement is true.
Writers and artists manifested humanitarian values in their creative works like tales and folk songs.
Question 2.
List some of the problems faced by workers of those times. Discuss if such problems exist in our times too.
Answer:
The industrialization made workers do more specialized jobs. The problems faced by workers are:
The problems of workers are lessened when compared to the early phase of industrialisation. The spread of communist and socialist ideas and the emergence of labour unions provided the workers with the strength of coming together and demand their own rights. But the privatisations in the industrial sector are creating labour problems.
Question 3.
Write a paragraph comparing the ideas of capitalism and socialism. How were they similar or different?
Answer:
Capitalism and socialism are systems of ideas and ideals, especially one which structure the basis of economic or political theory and policy. Capitalism and socialism are compared based on the following aspects:
1) Justice: The capitalist economy is carefree about equity and justice (in the sense of equality).
• The capitalists argue that inequality is a powerful force that promotes innovation, which then results in economic development.
• The primary concern of socialism is an impartial redistribution of wealth and resources from the rich to the poor.
2) Ownership
• In a capitalist economy, property and businesses are owned and controlled by individuals.
• In a socialist economy, the state owns and controls the major means of production.
3) Efficiency
• In capitalism, profit incentive leads to innovation of new products that have demand in the marketplace.
• It is argued that in socialism, the means of production leads to inefficiency because, without the motivation of earning more money, management, workers, and developers are difficult.
4) Employment
1) In a capitalist economy, the state does not directly employ the workforce. This can lead to unemployment.
2) In a socialist economy, the state is the most important employer. During times of economic suffering, the socialist state can order new take on.
Capitalism is the ancient political system, whose origin dates back to 1400 AD in Europe. Socialism was evolved in France from 1800 AD. The combination of the two economies is the best for any society. The mixed economy accepts the merits of both the systems.
Question 4.
How was the idea of equality being similar or differently challenged by women and workers movements?
Answer:
Women’s movement is a need because the crack between women and men is the keystone to problems in gender equality. Women and children are discriminated in personal, family and public spaces. Girls and women still suffer unreasonably from gender-based violence, inequity, and lack of contact with basic human rights.
The idea of equality is so important in all periods in history.
a) We need a women's movement because the movement's vision of change goes well beyond the concept of creating gender equality.
b) Women’s movement is about pointing out how we can take care of every woman who is very much needed to sustain all life. Making this kind of deep and lasting change is not a small thing.
c) Women’s movement demands massive systems change, including reorganization of our economies, politics, and religious institutions, own personal habits, motivations, and way of living together in our social system.
Question 5.
Draw a poster to illustrate the ideas of “liberty, equality, and justice” within the context of workers, and women. Identify occasions where these ideas are being violated.
Answer:
Question 6.
Locate the countries in the world map in which the protest movements took place.
Answer: