Check the commutative property for addition and multiplcation of the rational numbers -10/11 and 9/33
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Step-by-step explanation:
Note:
Commutative property of addition and multiplication says
- a+b = b+a
- a×c = b×a
Given:
a = -10/11
b = 9/33
Solution:
a+b = b+a
LHS = a+b
= -10/11+9/33
= (-30+9)/33
= -21/33
RHS = b+a
= 9/33+(-10/11)
= 9/33 - 10/11
= (9-30)/33
= -21/30
Hence LHS=RHS Verified
a×b = b×a
LHS = -10/11×9/33
= -10/11×3/11
= -30/121
RHS = b×a
= 9/33×-10/11
= 3/11×-10/11
= -30/121
LHS=RHS Verified
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