Math, asked by tnprabhamishra85, 4 months ago

In a right angled triangle PQR. Angle PRQ is equal to 90°. Draw the perpendicular bisectors of PR and QR. Where do they meet?

Answers

Answered by vedika200966

Step-by-step explanation:

Construct a right angled triangle PQR, in which ∠Q=90

Construct a right angled triangle PQR, in which ∠Q=90 ∘

Construct a right angled triangle PQR, in which ∠Q=90 ∘ , hypotenuse PR=8cm and QR=4.5cm. Draw bisector of angle PQR and let it meet PR at point T then T is equidistant fromPQ and QR.

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In a right angled triangle PQR. Angle PRQ is equal to 90°. Draw the perpendicular bisectors of PR and QR. Where do they meet?​

Answers

In a right angled triangle PQR. Angle PRQ is equal to 90°. Draw the perpendicular bisectors of PR and QR. Where do they meet?