verify the commutative property for addition and multiplication for the rational numbers -10/11 and -8/33
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1)commutative property for addition:-
let -10/11= A and -8/33= B
property state that A+B =B+A
so, we have
-10/11+ (-8/33) = -8/33+ (-10/11)
=› {-30+(-8)}/33 = {-8+(-30)}/33
=› -38/33 = -38/33
therefore we have LHS=RHS
hence it follows commutative property for addition.
2) commutative property for multiplication state that..
A*B =B*A
As, we have A=-10/11 and B=-8/33
so,
-10/11× -8/33 = -8/33 × -10/11
-80/363 =-80/363
we get LHS =RHS
so, it follows commutative property for multiplication.
hence proved.
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