In figure, PQRS is a rectangle and ASTR is an isosceles triangle such that TS = TR.
Prove
that triangle PST congruent to triangle QRT
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Step-by-step explanation:
in triangle PST and qrt we have
TS =T are (given)
angle t = t (common)
sp=rq(sides of a rectangle are equal)
so by sas congruence rule triangle prt is congruent to qrt
(proved)
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