Question

A side of the equilateral triangle 'A' is twice the length of a side of
another equilateral triangle 'B'. How many triangles of 'B' will fit
into triangle 'A'?​

Answer 1

Answer:

4 triangles like equilateral triangle B will fit in 1 A equilateral triangle

Answer 2

Answer:

Let side of ∆ B = X

than side of ∆ A = 2X

Now, area ratio of ∆'s = (side)²

∆B area: ∆A area = (x)² : (2x)² = x² : 4x² = 1:4

it means area of ∆A will be 4 times area of ∆B.

Ans:- 4

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