Ex:7.1 question number 7 Answer given: p is mid point Angle BAD=angl

1.	Ex:7.1 question number 7 Answer given: p is mid point Angle BAD=angleABE Angle EPA=Angle DPB To prove triangle DAP in congruent to triangle EBP Proof angle EPA+Angle EPD=angle DPB + angle EPD Angle APD=angle BPE (1) In triangle DAP and Triangle EBP Angle BAD = angle ABE(given) AP=PB (p is mid point of AB) Angle APD=Angle BPE (frome 1) So by asa criteria Triangle DAP is congruent to triangle EBP
Answer» Ex:7.1 question number 7 Answer given: p is mid point Angle BAD=angleABE Angle EPA=Angle DPB To prove triangle DAP in congruent to triangle EBP Proof angle EPA+Angle EPD=angle DPB + angle EPD Angle APD=angle BPE (1) In triangle DAP and Triangle EBP Angle BAD = angle ABE(given) AP=PB (p is mid point of AB) Angle APD=Angle BPE (frome 1) So by asa criteria Triangle DAP is congruent to triangle EBP

Ex:7.1 question number 7 Answer given: p is mid point Angle BAD=angleABE Angle EPA=Angle DPB To prove triangle DAP in congruent to triangle EBP Proof angle EPA+Angle EPD=angle DPB + angle EPD Angle APD=angle BPE (1) In triangle DAP and Triangle EBP Angle BAD = angle ABE(given) AP=PB (p is mid point of AB) Angle APD=Angle BPE (frome 1) So by asa criteria Triangle DAP is congruent to triangle EBP

Answer»

Ex:7.1 question number 7

Answer given: p is mid point

Angle BAD=angleABE

Angle EPA=Angle DPB

To prove triangle DAP in congruent to triangle EBP

Proof angle EPA+Angle EPD=angle DPB + angle EPD

Angle APD=angle BPE (1)

In triangle DAP and Triangle EBP

Angle BAD = angle ABE(given)

AP=PB (p is mid point of AB)

Angle APD=Angle BPE (frome 1)

So by asa criteria

Triangle DAP is congruent to triangle EBP