Solve the following32832-48-6314-77

Given that, (32832÷48) (6314÷77)So, by applying the BODMAS rule, we get(32832÷48) (6314÷77)=684 82=602Hence, the solution of (32832÷48) (6314÷77) is 602. ...

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Standard V

Mathematics

Dividing a Fraction by a Whole Number

Solve the fol...

Question

Solve the following
$(32832 \div 48) - (6314 \div 77)$

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Solution

Given that, $(32832 \div 48) - (6314 \div 77)$
So, by applying the BODMAS rule, we get
$(32832 \div 48) - (6314 \div 77)$
$= 684 - 82$
$= 602$
Hence, the solution of $(32832 \div 48) - (6314 \div 77)$ is $602$ .

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Solve the following(32832÷48)-(6314÷77)

Given that, (32832÷48)-(6314÷77)So, by applying the BODMAS rule, we get(32832÷48)-(6314÷77)=684-82=602Hence, the solution of (32832÷48)-(6314÷77) is 602.

Solve the following
$(32832 \div 48) - (6314 \div 77)$

Given that, $(32832 \div 48) - (6314 \div 77)$
So, by applying the BODMAS rule, we get
$(32832 \div 48) - (6314 \div 77)$
$= 684 - 82$
$= 602$
Hence, the solution of $(32832 \div 48) - (6314 \div 77)$ is $602$ .