if 2a + 3b - 5c =0 then in which ratio c divides ab ?
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Answer:
Given
= 2a+3b=5c
=2/5 a+3/5 b=c
=2a+3b/2+3=c
Therefore: point C(c)divies A(a) and B(b) internally in the ratio 2:3 and hence they are collinear as well
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