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In the given figure, the point Pbisects AB and DC. Provethat ∆APC=∆BPD |
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Answer» in two triangles ABC and abdap=pb. as p bisects absimilarly cp=pdangle apc=bpd (vertically opp. angles) therefore triangles are congruent (SAS RULE in these two triangles angle APO will be equal to angle DPBas both are vertically opposite triangleAP= PBPC= PDso with the help of SAS these two triangles are congruent it is triangle apc and bpd |
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