Saturday, April 27, 2019

SSLC 10th Standard New Syllabus Text Book PDF

Tamilnadu 10th New Books pdf Free Download Samacheer Kalvi SSLC Textbooks Online

TN SSLC Tamil Medium New Books 2019 - 2020 Free Download pdf
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தமிழ்
ஆங்கிலம்
கணிதம்
அறிவியல்
சமூக அறிவியல்
TN SSLC English Medium New Books 2019 - 2020 Free Download pdf
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9th Standard 1st Term 

Tamil English

Tamilnadu All Classes New Syllabus Textbooks - Pdf Download

முதல் பருவத்திற்கு தேவையான அனைத்து புதிய பாடப்புத்தகங்களும் 1 முதல் 12ம் வகுப்பு வரை வகுப்பு வாரியாக வரிசையாக கீழே கொடுக்கப்பட்டுள்ளது ... பதிவிறக்கம் செய்து பயன்படுத்திக் கொள்ளுங்கள் !!

1st Standard

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3rd Standard

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LAW OF MOTION SSLC 10TH SCIENCE NEW SYLLABUS.



Friday, April 26, 2019

SSC English Grammar Part 5

How to Bisect a given Line Segment

Title: How to Bisect a Line Segment: A Geometric Construction Guide

Introduction

Bisecting a line segment means dividing it into two segments of exactly equal length. This fundamental geometric construction has applications in various areas of math and design. In this post, we'll guide you through the simple process of bisecting a line segment using just a compass and a straightedge.

Materials

  • Compass
  • Straightedge (ruler)
  • Pencil
  • Paper

Instructions

  1. Draw your line segment. On a piece of paper, draw the line segment you want to bisect. Label the endpoints A and B.

  2. Adjust your compass. Open your compass to a width slightly greater than half the length of segment AB.

  3. Draw arcs from point A. Place the compass point on endpoint A and draw an arc above and below the line segment.

  4. Draw arcs from point B. Without changing the compass width, place the compass point on endpoint B and draw arcs above and below the line segment, intersecting the arcs you drew from point A.

  5. Connect the intersection points. Label the points where the arcs intersect as C and D. Use your straightedge to draw a line through points C and D. This line is the perpendicular bisector of line segment AB. The point where the bisector and AB intersect is the midpoint of AB.

Explanation

The key to understanding this construction lies in the properties of circles and radii. When you draw arcs of the same radius from points A and B, you create two circles. The points where the arcs intersect (C and D) lie an equal distance from both A and B. Because all radii of a circle are equal, any line passing through C and D will cut AB exactly in half.

Illustrative Image

Include an image or diagram demonstrating the steps outlined above.

Additional Notes

  • The perpendicular bisector does more than simply divide the line in half – it also creates a 90-degree angle with the original line segment.
  • This construction technique is fundamental to many other geometric constructions.

Conclusion

Bisecting a line segment is a simple yet powerful geometric construction. With these easy steps and a basic understanding of circles, you can accurately divide line segments for various mathematical and design purposes.


Meta Description: Learn how to bisect a line segment with just a compass and a straightedge. This step-by-step guide includes clear instructions and illustrations.

Focus Keywords: bisect line segment, geometry, construction, compass, straightedge

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