In a figure ,P and Q are two points on equal sides AB and AC an isosceles triangle ABC such that AP = AQ,rove that BQ = CF

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Same only.. In the same type 
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In triangle BFC and EBC,
BF=CE
Angle B = Angle C
BC=BC 
Triangle BFC is congruent to Triangle ECB by SAS test Therefore, BE=CF (By cpct)
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Answers

2015-12-20T11:31:50+05:30
In triangle BPC and CQB,
BP=CQ
Angle B = Angle C
BC=BC
Triangle BPC is congruent to Triangle CQB by SAS test Therefore, BQ=CP (By cpct)
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