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What is the arc measure of minor arc AD in degrees?PАB(7x + 1)(9x – 7)DС

User Mhamrah
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1 Answer

4 votes

As per given by the question,

There are given that a circle for finding the arc AD.

Now,


\angle APD=(7x+1)^(\circ)

And,


\angle CPB=(9x-7)^(\circ)

Then,

The total sum of the semicircle is 180 degree.

So,


(7x+1)+(9x-7)=180^(\circ)

Then,


\begin{gathered} 7x+1+9x-7=180^(\circ) \\ 16x-6=180^(\circ) \\ 16x=180+6 \\ x=(186)/(16) \end{gathered}

So,


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User Machycek
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