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CONST : DRAW RN ⊥ ST , AND RN = MT
IN △ TMR
∠ TMR = 90
THEREFORE BY PYTHGORAS THEOREM
TT ² =TM ² + MR ²
100 - 36 = MR ²
√ 64 = MR
8 = MR
NOW M IS MIDPOINT OF RQ
THEREFORE
RQ=2RM =2×8=16
AS □PQST IS A PARELLELOGRAM
ST = PQ = 28
PR = PQ-RQ
=28-16=12
AREA OF TRAPEZIUM PRST = 1/2×(SUM OF PARLLEL SIDES) × H
= 1/2 × ST+PR× RN
= 1/2 × 28+12×6
=20×6
=120 sq CM
PLEASE CHEAK THE ANSWER I AM NOT SURE
MARK AS BRAINIST PLZ
IN △ TMR
∠ TMR = 90
THEREFORE BY PYTHGORAS THEOREM
TT ² =TM ² + MR ²
100 - 36 = MR ²
√ 64 = MR
8 = MR
NOW M IS MIDPOINT OF RQ
THEREFORE
RQ=2RM =2×8=16
AS □PQST IS A PARELLELOGRAM
ST = PQ = 28
PR = PQ-RQ
=28-16=12
AREA OF TRAPEZIUM PRST = 1/2×(SUM OF PARLLEL SIDES) × H
= 1/2 × ST+PR× RN
= 1/2 × 28+12×6
=20×6
=120 sq CM
PLEASE CHEAK THE ANSWER I AM NOT SURE
MARK AS BRAINIST PLZ
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