Abcd is a square p and q are points on dc and bc respectively such that ap is 4cm pq is 3cm and aq is 5cm
Answers
Answered by
0
Given
ABCD is a square
P and Q are point on DC and. BC
AP = DQ
To prove
ADP is congruent toDCQ
Proof
In ADP and DCQ
AP = DQ ( given )
angle ADC = angle DCQ ( 90°)
AD = DC ( side from each )
by SAS rule,
ADP is congruent toDCQ
by CPCT, ( corresponding part of congruent triangle )
angle DAP = angle CDQ
Answered by
0
Step-by-step explanation:
Given
ABCD is a square
P and Q are point on DC and. BC
AP = DQ
To prove
ADP is congruent toDCQ
Proof
In ADP and DCQ
AP = DQ ( given )
angle ADC = angle DCQ ( 90°)
AD = DC ( side from each )
by SAS rule,
ADP is congruent toDCQ
by CPCT, ( corresponding part of congruent triangle )
angle DAP = angle CDQ
Similar questions