Question

what is the value of p? p =

Explanation:

Step1: Use right - angle property

Since $\angle RSU = 90^{\circ}$ and $\angle TSU=90^{\circ}$, we can set up an equation based on the congruent - triangle or angle - related properties. In right - angled triangles, we know that the two segments from point $U$ to the right - angled lines are related. We can use the property of equal lengths (assuming some congruence or geometric relationship). If we consider the two right - angled triangles formed, we have the equation $2p=p + 29$.

Step2: Solve the equation

Subtract $p$ from both sides of the equation $2p=p + 29$.
$2p-p=p + 29-p$
$p = 29$

Answer:

$29$