verify the property a*(b*c) =(a*b)*c
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Step-by-step explanation:
According to associative property, it is a*(b*c) =(a*b)*c, lets prove it using this question!
LHS = a*(b*c)
5/7(-7/18 * 4/9) = 5/7*(-28/162) = -140/1134
RHS = (a*b)*c
(5/7 * -7/18)*4/9 = (-35/126)*4/9 = -140/1134
∴LHS=RHS
I hope you get it!
Answered by
2
Step-by-step explanation:
According to the associative property, it states a*(b*c) = (a*b)*c.
Proving the given Q using this property,
L.H.S, a*(b*c)
i.e. 5/7( -7/18*4/9 )
5/7( -28/162 )
-140/1134
R.H.S, (a*b)*c
i.e. [5/7*( -7/18 )] * 4/9
( -35/116 )* 4/9
-140/1134
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