If a = -8, b= -7, c = b, verify that ( a+b) + c=a+(b+c)
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( a + b ) + c = a + ( b + c )
=> ( a + b ) + b = a + ( b + b )
LHS => [ -8 + ( -7 ) ] + ( - 7 )
RHS => -8 + [ -7 + ( - 7 ) ]
LHS => ( -8 -7 ) - 7
RHS => -8 + ( - 7 - 7 )
LHS => -22
RHS => -22
Hence, proved,
LHS = RHS
=> ( a + b ) + b = a + ( b + b )
LHS => [ -8 + ( -7 ) ] + ( - 7 )
RHS => -8 + [ -7 + ( - 7 ) ]
LHS => ( -8 -7 ) - 7
RHS => -8 + ( - 7 - 7 )
LHS => -22
RHS => -22
Hence, proved,
LHS = RHS
Answered by
1
hiii, here is it answer .....
a=-8
b=-7
c=b (_7)
(a+b)+c = a+(b+c)
(_8-7)+-7. = -8 +(-7-7)
_15 -7 = -8-14
-22 = -22
hence it is proved....
hope help u
a=-8
b=-7
c=b (_7)
(a+b)+c = a+(b+c)
(_8-7)+-7. = -8 +(-7-7)
_15 -7 = -8-14
-22 = -22
hence it is proved....
hope help u
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