Question

problem 14: from this given statement, select the definition, property, postulate, or theorem that justifies the prove statement. given: ∠srk ≅ ∠yrk prove: ∠srk and ∠yrk are right angles a b c d e definition of a perpendicular bisector

Explanation:

Step1: Analyze given congruence

We are given $\angle SRK\cong\angle YRK$. This only tells us the angles are equal in measure.

Step2: Consider right - angle condition

For angles to be right - angles, they must measure $90^{\circ}$. There is no information indicating the measure of these angles is $90^{\circ}$.

Answer:

There is not enough information given to justify the prove statement. Just because $\angle SRK\cong\angle YRK$ does not mean they are right - angles. None of the options (assuming there are more options not shown completely) would be correct with the given information.