In PQR, sides PQ and PR are equal. If P = 30 , then find the measure of Q.
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Given:
- ∆PQR
- P = 30°
- PQ= PR
since, two sides of a ∆ are equal , It is an issoceles triangle.also,
- Q= R ( opposite angles of equal sudes are equal)
To find:
- Q = ?
Using ASP in ∆PQR,
P+Q+R= 180°
30°+ Q+ Q = 180° ( since, Q= R)
2Q= 180°-30°
2Q=150°
Q= 150°/2
Q=> 75°
Hence, the measure of Q is 75°.
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