in at triagle Pari OR=PR and LP = 36°
which is the largest side of the teangle
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Asked on August 11, 2020 by
Shoeb Ahmed Ansari
In a triangle PQR;QR=PR and ∠P=360. Which is the largest side of the triangle?
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ANSWER
In △PQR
QR=PR {Given}
∴∠P=∠Q [angles opposite to equal sides are equal]
∠P=36
o
⇒∠Q=36
o
In △PQR,
∠P+∠Q+∠R=180
o
⇒36
o
+36
o
+∠R=180
o
⇒∠R+72
o
=180
o
⇒∠R=108
o
Now,
∠R=108
o
∠P=36
o
∠Q=36
o
Since ∠R is the greatest therefore PQ, the largest side.
Answer:
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Step-by-step explanation:
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