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2) find the length of side a 3) find the length of side b

2) find the length of side a 3) find the length of side b-example-1
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User Ge
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1 Answer

6 votes

Given:

c = 3 mi

B = 37.28°

C = 31.66°

The triangle below, represents this situation:

Let's solve for A using law of sines.

We have:


(a)/(\sin A)=(b)/(\sin B)=(c)/(\sin C)

Since we are given the value of c and measure of angle C, use the equation below to find tt

2) find the length of side a 3) find the length of side b-example-1
answered
User Cphilpot
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8.1k points

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