Please solve question no 14....
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given- angle CPD= angle BPD
AD is bisector of angle BAC.
To Prove- triangle CAP is congruence to triangle BAP
and CP= BP
solution---- angle CAD=angle BAP (given)
since AD is the bisector of angle BAC
so, angle CAD=angle BAD
and AC =AB
therefore, triangle CAP is congruence to triangle BAP( by ASA rule )
and CP = BP ( by C.P.C.T)
AD is bisector of angle BAC.
To Prove- triangle CAP is congruence to triangle BAP
and CP= BP
solution---- angle CAD=angle BAP (given)
since AD is the bisector of angle BAC
so, angle CAD=angle BAD
and AC =AB
therefore, triangle CAP is congruence to triangle BAP( by ASA rule )
and CP = BP ( by C.P.C.T)
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