1. \triangle WXY \cong \triangle ZYX; Solve for p and q. X 8 Y 5 20 5 7p+13 2q+3 11 W Z 3 \triangle WXY \cong \triangle ZYX; Find
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Since the equation is symmetric, we can rearrange the terms to get the same equation: AWXY = AZYX Now, let's break down the equation into individual terms: A = A W = Z X = Y Y = X Now, let's solve for p and q in the equation 7p + 13 = 20 + 3: Subtract 13 from Show more…
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