Math  /  Geometry

QuestionWhat values of vv and ww make BCDTUS\triangle B C D \cong \triangle T U S ? v=w=\begin{aligned} v & =\square \\ w & =\square \end{aligned} Submit

Studdy Solution
Solve the equations for v v and w w .
1. Solve for w w from the equation 20w4=18w 20w - 4 = 18w :
20w - 18w = 4 \] 2w = 4 \] $ w = 2 \]
2. Solve for v v from the equation 5v+1=2v+49 5v + 1 = 2v + 49 :
5v - 2v = 49 - 1 \] 3v = 48 \] $ v = 16 \]
The values that make BCDTUS \triangle BCD \cong \triangle TUS are:
v=16 v = 16 w=2 w = 2

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