b)lf, a=8, b= -3 and c= -1, verify {(axb)xc} = {ax(bxc)}
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Answered by
2
Since a=8, b=-3 and c=-1
LHS= (aXb)Xc = (8X-3)X-1 = -24X-1 = 24
RHS= aX(bXc) = 8X(-3X-1) = 8X3 = 24
So, LHS=RHS
Hence, proved
LHS= (aXb)Xc = (8X-3)X-1 = -24X-1 = 24
RHS= aX(bXc) = 8X(-3X-1) = 8X3 = 24
So, LHS=RHS
Hence, proved
Answered by
1
Step-by-step explanation:
(a×b)×c=a×(b×c)
(8×-3)×-1=8×(-3×-1)
-24×-1=8×3
24=24...
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