Question

in triangle PQR if Pis 90° and q=r find the measure of each of the equal angles of the triangle​

Answer 1

Answer:

In Triangle PQR,

Angle P is 90 degrees.

And QP = RP

We need to find Angle PQR and Angle QRP.

In Triangle PQR,

QP = RP

Therefore, Angle QRP = Angle PQR [Angles opposite equal sides]

Also, in triangle PQR,

Angle QRP + Angle PQR + Angle RPQ = 180

Angle QRP + Angle QRP + 90 = 180 [Angle P is 90 degrees as given]

2 Angle QRP = 90

Therefore, Angle QRP = 45 degree.

But Angle QRP = Angle PQR.

Therefore, Angle PQR = 45.

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Answer 2

Answer:

45;45

Step-by-step explanation:

90-q+r=180

q+r =90

q+r =90÷2=45;45please thank me if it help