In the given figure, PR = PS = QR, the value of x is1. o32 2. o333. o34 4. o35
Question
In the given figure, PR = PS = QR, the value of x is1. o32 2. o333. o34 4. o35
Solution
In the given figure, PR = PS = QR. To find the value of x, we can use the fact that in an isosceles triangle, the base angles are equal.
Since PR = PS, angle PRS = angle PSR. Similarly, since PR = QR, angle PQR = angle QPR.
Now, let's look at the angles in the figure. We have angle PRS, angle PSR, angle PQR, and angle QPR.
Since angle PRS = angle PSR, and angle PQR = angle QPR, we can conclude that angle PRS = angle PQR.
Therefore, x = angle PRS = angle PQR.
Based on the given options, the value of x is o33.
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