If ab=bc and ao=cq than proves that bp=bq
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first method
In triangle ABC
AB=BC (GIVEN)
AP=CQ (GIVEN)
AP+BP=CQ accoding to the euclid's [1] axiom things which are equal to the same thing are equal to one another
Hence proved that BP=BQ
HOPE THIS SOLUTION HELPS U
second method
AB=AC
AP+BP=AQ+CQ
(BY AXIOM 3 THINGS WHICH R EQUAL TO ONE ANOTHER IS EQUAL TO ONE ANOTHER)
AP+BP-BP=AQ+CQ-AQ
AP=CQ
HENCE PROVED
first method
In triangle ABC
AB=BC (GIVEN)
AP=CQ (GIVEN)
AP+BP=CQ accoding to the euclid's [1] axiom things which are equal to the same thing are equal to one another
Hence proved that BP=BQ
HOPE THIS SOLUTION HELPS U
second method
AB=AC
AP+BP=AQ+CQ
(BY AXIOM 3 THINGS WHICH R EQUAL TO ONE ANOTHER IS EQUAL TO ONE ANOTHER)
AP+BP-BP=AQ+CQ-AQ
AP=CQ
HENCE PROVED
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