Prove that an equilatral triangle can be constructed on any given line segment
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Equilateral triangle is a angel with all sides are equal
1. Draw a line segment AB of the any length.
2. Take compass put the pointy end at point A & pencile at point B.
3.Draw an arc.
Here we draw an arc of radii AB
4. Now put the pointy end at B and pencil at A.
5. Draw another arc.
Here we draw an arc of radii BA .
6. Mark the intersecting point as C.
7. Join point A to point C by a straight line .
8. Join point B to point C by a straight line
ABC is the triangle.
solution
Step-by-step explanation:
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