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Question

Choose the product from the given options for 37×AB×BC, when A=B and B<C

A
Product=37
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B
Product<37
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C
Product>37
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D
Cannot be determined
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Solution

The correct option is B Product<37
Given:A=B

Consider, 37×AB×BC

AB=AA

37×AB=37×AA

Now, when a fraction is multiplied by a fraction of the type nn, the resulting product will be the same as the original fraction.

37×AA=37

So, the given expression can be rewritten as:

37×AB×BC=37×BC

Given:B<C

BC<1

When a fraction is multiplied by a fraction less than 1, the resulting product will be less than the original fraction.

37×BC<37

37×AB×BC<37

Hence, the product is less than the original fraction 37

The correct option is, Product<37

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