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If TU=s and VX=s–38, what is the value of s?

1 Answer

6 votes

Answer:


s = 76

Explanation:

Given


TU=s


VX = s -38

See attachment for triangle

Required

Solve for s

From the triangle, we have:


\triangle UTW similar to
\triangle XVW

Such that


TW = 2 XW


UW = 2 VW

This implies that:


TU = 2 VX

Substitute:
TU=s and
VX = s -38


s = 2 * [s - 38]


s = 2 s - 76

Collect like terms


s - 2 s =- 76


-s =- 76

Divide by -1


s = 76

If TU=s and VX=s–38, what is the value of s?-example-1
User Hatcyl
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