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In,∆PQR and ∆PSR,
PR=PR (COMMON)
ANGLE PQR= ANGLE PSR (GIVEN)
ANGLE QRP= ANGLE SRP (GIVEN)
TGEREFORE,∆PQR IS CONGRUENT TO ∆PSR
THEREFORE,
PQ=RS(Cpct.)
PS=QR(Cpct.)
hence,proved.
PR=PR (COMMON)
ANGLE PQR= ANGLE PSR (GIVEN)
ANGLE QRP= ANGLE SRP (GIVEN)
TGEREFORE,∆PQR IS CONGRUENT TO ∆PSR
THEREFORE,
PQ=RS(Cpct.)
PS=QR(Cpct.)
hence,proved.
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Answer:
Your answer will be:
All are alternate interior angles
So they are equal
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