Question

1. what values of w and x make △ijk ≅ △tsr?

w =

x =

Explanation:

Step1: Use the property of congruent triangles

When \(\triangle IJK\cong\triangle TSR\), corresponding sides are equal.

Step2: Find the value of \(w\)

Since \(w\) corresponds to \(16\) ( \(JK\) corresponds to \(SR\) as per the congruence of right - angled triangles \(\triangle IJK\) and \(\triangle TSR\)), so \(w = 16\).

Step3: Find the value of \(x\)

Since \(x\) corresponds to \(40\) ( \(IK\) corresponds to \(TR\) as per the congruence of \(\triangle IJK\) and \(\triangle TSR\)), so \(x = 40\).

Answer:

\(w = 16\), \(x = 40\)