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Question

If A=13[12+{32×5+(3212÷3)}] and B=13{15+(13)×4}, then A÷B is equal to

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Solution

A=13[12+{32×5+(3212÷3)}]
by using BODMAS principle
=13[12+{32×5+(324)}]
=13[12+{32×5+28}]
=13[12+{160+28}]
=13[12+188]
=13×200
=2,600
B=13{15+(13)×4}
=13{15+52}
=13{37}=481
Now A÷B=2600481=20037.


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