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If HJR is 9/10 π, what is RHJ?

If HJR is 9/10 π, what is RHJ?-example-1
User Linker
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1 Answer

3 votes

Answer:

A.

Explanation:

We know that the whole length of the circumference is
2 \pi.

By given, we have
HJR=(9)/(10) \pi, and
HJ=81\° by definition of central angle.

That means


HJR=HJ+RJ\\(9)/(10) \pi = 81\° +RJ\\ 162\°-81\°=RJ\\RJ=81\°

Also,


RHJ=360\° - RJ=360\° - 81\° =279\°

Therefore, the measure of the arc RHJ is 279° which is equivalen to choice A.


(31)/(20)\pi = (31)/(20) * 180\° = 279\°

User Sharrod
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