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Find x round to the nearest tenth

Find x round to the nearest tenth-example-1

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Answer:


X = 70.5

Explanation:

The law of Cosine given can be written in another form to make the Cos(C) the subject of the formula. Which is:
cos(C) = (a^2 + b^2 - c^2)/(2ab)

Where,

a = 20 ft

b = 18 ft

c = 22 ft

C = X


cos(X) = (20^2 + 18^2 - 22^2)/(2*20*18)


cos(X) = (400 + 324 - 484)/(720)


cos(X) = (240)/(720)


cos(X) = 0.3333


X = cos{-1}(0.3333)


X = 70.5

User Mikola
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