If a -b-c-a - b-a - c- then it satisfies which of the following properties of Rational numbers-A- AssociativeB- DistributiveC- InverseD- Commutative

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Standard VIII

Mathematics

Distributive Property of Rational Numbers

If a ×b+c=a ×...

Question

If a $\times$ (b+c) = (a $\times$ b) + (a $\times$ c), then it satisfies which of the following properties of Rational numbers?

Associative

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Distributive

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Inverse

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Commutative

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Solution

The correct option is B
Distributive

If a $\times$ (b+c) = (a $\times$ b) + (a $\times$ c),

Then it satisfies the distributive property of Rational numbers where a,b and c are all rational.

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If a×(b+c) = (a×b) + (a×c), then it satisfies which of the following properties of Rational numbers?

The correct option is B Distributive If a×(b+c) = (a×b) + (a×c), Then it satisfies the distributive property of Rational numbers where a,b and c are all rational.

If a $\times$ (b+c) = (a $\times$ b) + (a $\times$ c), then it satisfies which of the following properties of Rational numbers?

The correct option is B
Distributive

If a $\times$ (b+c) = (a $\times$ b) + (a $\times$ c),

Then it satisfies the distributive property of Rational numbers where a,b and c are all rational.