If a = _8,b = _7c=6, verify that ( a+b ) + c= a+(b+c)
Answers
Answered by
3
It's so simple dear:-
( a+b ) + c= a+(b+c)
( 8+7 ) + 6= 8+(7+6)
15+6=8+13
21=21
Therefore,
LHS=RHS PROVED
( a+b ) + c= a+(b+c)
( 8+7 ) + 6= 8+(7+6)
15+6=8+13
21=21
Therefore,
LHS=RHS PROVED
hiramani7080:
My pleasure
Answered by
1
on left hand side of equation
(a+b)+c.
where a=8
b=7
c=6
(8+7)+6
15+6
=21
on right hand side of the equation
a+(b+c)
8+(7+6)
8+13
=21
since both right and left sides of equation are equal, hence verified.
(a+b)+c.
where a=8
b=7
c=6
(8+7)+6
15+6
=21
on right hand side of the equation
a+(b+c)
8+(7+6)
8+13
=21
since both right and left sides of equation are equal, hence verified.
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