if a=-2b=-5c=-6then vertify that (a+b)+c=a+(b+c)
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a=-6 ; b=(-6)/(-2)=3 ; c=(-6)/(-5)=6/5
Now,L.H.S,
(a+b)+c
={(-6)+3}+(6/5)
=(-3)+(6/5)
=[{(-3)×5}+(6×1)] /5
=[(-15)+(6)] /5
=(-9)/5
R.H.S,
a+(b+c)
=(-6)+{3+(6/5)}
=(-6)+[{(3×5)+(6×1)}/5]
=(-6)+[(15+6)/5]
=(-6)+[21/5]
= [{(-6)×5} + (21×1)] / 5
={(-30)+21}/5
=(-9)/5
hence, L.HS=R.H.S(proved)
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