if ab =bc and bx=by then show that ax = cy
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ab=bc
a=bc/b
a=c
b is cancelled
similarly
bx=by
x=by/b
here both in numerator nd denominator b is same value so cancelled
x=y
ax=cy
we know that a=c nd x=y
so, ax=cy
hence proved
a=bc/b
a=c
b is cancelled
similarly
bx=by
x=by/b
here both in numerator nd denominator b is same value so cancelled
x=y
ax=cy
we know that a=c nd x=y
so, ax=cy
hence proved
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