The Figure A and Figure B show starting steps in the construction of an equilateral triangle.
According to the statement
we have to find the correct figure which show the starting steps in the construction of an equilateral triangle.
So, For this purpose, we know that the
Construction of equilateral triangle inscribed in the circle is :
Place your compass point on the paper and draw a circle. (Keep this compass span!)
2. Place a dot, labeled A, anywhere on the circumference of the circle to act as a starting point.
3. Without changing the span on the compass, place the compass point on A and swing a small arc crossing the circumference of the circle.
4. Without changing the span on the compass, move the compass point to the intersection of the previous arc and the circumference and make another small arc on the circumference of the circle.
5. Keep repeating this process of "stepping" around the circle until you return to point A.
6. Starting at A, connect every other arc on the circle to form the equilateral triangle.
By this way we construct a triangle.
And from the given figures
The figure A and B shows the perfect construction because it follows all the construction steps.
So, The Figure A and Figure B show starting steps in the construction of an equilateral triangle.
Learn more about equilateral triangle here
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Question:
Select all the correct figures. Which figures show starting steps in the construction of an equilateral triangle
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