Question

if two diagonals are given then we can construct a​

Answer 1

Answer:

A square.....

I hope this will help you....

Answer 2

The given statement is true.

If we know the side only, we can't construct a unique rhombus because specific angles will be required to construct it, or if all angles are given, then also we can't construct a unique rhombus because a side length will be required to construct it.

But if the diagonals of rhombus are given we can construct a complete uniques rhombus.

Here are the steps:

1. Draw a diagonal AC.

2. Draw a perpendicular bisector of AC, let the perpendicular bistro and AC intersects at O (∵ Diagonals of rhombus intersects at right angle)

3. Taking O as centre and half of the length of another diagonal as radius, mark arc on the perpendicular bisector at both sides of AC. Name these intersection points as B and D

4. Join AB,AD,BC,CD.

5. ABCD is the required rhombus.