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Prove this question based on the knowledge of angle in a Circle.

Prove this question based on the knowledge of angle in a Circle.-example-1
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User Begui
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4 votes

Step-by-step explanation

For alternate angles between parallel lines:


\angle SOP=\angle RQP=x

Let's name this measure x

The measure of the arc SP is x and the measure of the arc PR is twice x, we have:

Then the measure of the arc RS is also x. We have:


arc(SP)=arc(SR)=x

Since the arcs have the same measure, we can state that:


\bar{SP}=\bar{SR}

Prove this question based on the knowledge of angle in a Circle.-example-1
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User Tiago Matos
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