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Solve for AC. Round to the tenths place.

Solve for AC. Round to the tenths place.-example-1
User PoVa
by
8.4k points

1 Answer

12 votes

Answer:

AC = 28.9 m (nearest tenth)

Explanation:

Given:

B = 83°

A = 38°

c = BA = 25 m

C = 180 - (83 + 38) = 59°

Required:

AC (b)

Solution:

Apply the Law of Sines


(b)/(sin(B)) = (c)/(sin(C))

Plug in the values into the equation


(AC)/(sin(83)) = (25)/(sin(59))

Multiply both sides by sin(83)


AC = (25*sin(83))/(sin(59))

AC = 28.9 m (nearest tenth)

User Luke Yeager
by
8.5k points

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