Question

if ∆ABC = ∆PQR then which of the following is not true
a). BC=PQ
b). AC=PR
c). BC=QR
d). AB=PQ​

Answer 1

Answer:

ANSWER IS a) BC= PQ

hope this help you

Answer 2

ANSWER✔

$\implies in \: \triangle ABC \: \cong \triangle PQR . \\ \large{THEREFORE,} \\ VERTICES \:OF\:\triangle ABC\:and\: \triangle PQR = A\:and \:P, B\:and \:Q, C \:and\:R \\ SIDES \:OF\:\triangle ABC\:and\: \triangle PQR= AB = PQ , QR =BC ,AC=PR.\\ ANGLES \:OF\:\triangle ABC\:and\: \triangle PQR = \angle A = \angle P , \angle B= \angle Q ,\angle C = \angle R .\\ here ,\: AC=PR,BC=QR,AB=PQ, \\ but\: BC \:\neq\: QR ,\: As \:it's\: not\: correct, \:(BC = QR\: and \:PQ= AB.)$

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