Verify the associative property of multiplication of integers for
a = -3, b = -2 and c = 4
Answers
Answered by
9
Answer:
a(b×c)=(a×b)×c
Step-by-step explanation:
-3(-2×-4)=(-3×-2)×-4
-3(8)=6(-4)
-24=-24.
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Answered by
1
a*(b*c) is the identity
-3(-2*4)
-3*-8
=24
(a*b)*c
(-3*-2)*4
6*4
=24
Hence proved
LHS=RHS
So the associative property of multiplication is proved
Hope this helps you
Mark me as the brainliest
-3(-2*4)
-3*-8
=24
(a*b)*c
(-3*-2)*4
6*4
=24
Hence proved
LHS=RHS
So the associative property of multiplication is proved
Hope this helps you
Mark me as the brainliest
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