then
In APQR, PQ=PR and LQ=65° ,
then LP is
(a) 55° (6)130° ()65° ) 50°
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If PQ = PR,
so, <Q = <R = 65°. (opposite angles to equal sides of a triangle are equal)
By using angle sum property of triangle :-
<P + <Q + <R = 180°
<P + 65° + 65° = 180°
<P + 130° = 180°
<P = 180° - 130°
<P = 50°
d) 50° is the answer
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