In both the figures given below, all of the respective sides are equal and all interior angles are $90^{\circ}$ . Are the figures shown below similar?

True

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False

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Solution

The correct option is A
True

Both the figures are similar as all the corresponding angles are equal and all the corresponding sides are in the same ratio as all the sides of both the figures are equal.
Ratio of corresponding sides = $\frac{4.2}{2.1} = 2$

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In both the figures given below, all of the respective sides are equal and all interior angles are 90∘. Are the figures shown below similar?

The correct option is A True Both the figures are similar as all the corresponding angles are equal and all the corresponding sides are in the same ratio as all the sides of both the figures are equal. Ratio of corresponding sides = 4.22.1=2

In both the figures given below, all of the respective sides are equal and all interior angles are $90^{\circ}$ . Are the figures shown below similar?

The correct option is A
True

Both the figures are similar as all the corresponding angles are equal and all the corresponding sides are in the same ratio as all the sides of both the figures are equal.
Ratio of corresponding sides = $\frac{4.2}{2.1} = 2$