Question

It is given that $\Delta DEF~\Delta RPQ$. Is it true to say that $\angle D=\angle R$ and $\angle F=\angle P$? Why?

• A. True
• B. False

Answer 1

The correct option is B False

State whether the given statement is True or False :

We know that, the corresponding angles are equal in similar triangles.

So, in $\Delta DEF$ and $\Delta RPQ$,

$\angle D=\angle R$

$\angle E=\angle P$

$\angle F=\angle Q$

Thus, $\angle D=\angle R$ is True but $\angle F=\angle P$ is false

Hence, the given statement is False.