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The two triangles above are similar. If r = 19, v = 18, and u = 21, what is the value of s? Round answer to the nearest hundredth (2 decimal places).

The two triangles above are similar. If r = 19, v = 18, and u = 21, what is the value of s? Round answer to the nearest hundredth (2 decimal places).
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The two triangles above are similar. If r = 19, v = 18, and u = 21, what is the value of s? Round answer to the nearest hundredth (2 decimal places).

The two triangles above are similar. If r = 19, v = 18, and u = 21, what is the value-example-1
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User Bbg
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7.0k points

1 Answer

12 votes

Answer:

s=22.17

Explanation:

v/r=u/s

18/19=21/s

18s=21(19)

18s=399

18s/18=399/18

s=22.17

answered
User Hod
by
9.0k points
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