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Fine angle B. Please help!

Fine angle B. Please help!-example-1
User Aurimas Deimantas
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1 Answer

14 votes
14 votes

Answer:

D. 13 degrees

Explanation:

Using the law of sines,
(sinC)/(c)=(sinB)/(b)

and substituting known values into this equation:


(sin(75)^\circ)/(30)=(sinB)/(7)


7\cdot{sin(75)^\circ}={sinB}\cdot{30}

divide both sides by 30


\frac{7\cdot{sin(75)^\circ}}{30}=sinB


sin(13)/7=0.0321... and
sin(75)/30=0.0321...

User Wanderors
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