The value of the division 75 - -5 is -

75÷ ( 5) can be written as (75÷ 5). First we evaluate nbsp;75÷ 5, and will attach a negative sign to the result. 75÷ 5 nbsp;can be evaluated as: ∴ 75÷ ...

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Standard VI

Mathematics

Division of two Integers

The value of ...

Question

The value of the division $75 \div (- 5)$ is .

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Solution

$75 \div (- 5)$ can be written as $- (75 \div 5)$ .

First we evaluate $75 \div 5$ , and will attach a negative sign to the result.

$75 \div 5$ can be evaluated as:

$∴ 75 \div 5 = 15$

Hence,
$75 \div (- 5) = - (75 \div 5) = - 15 (∵ we got 75 \div 5 = 15)$

Therefore, the value of $75 \div (- 5)$ is $- 15$ .

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The value of the division 75÷(−5) is .

75÷(−5) can be written as −(75÷5). First we evaluate 75÷5, and will attach a negative sign to the result. 75÷5 can be evaluated as: ∴75÷5=15 Hence, 75÷(−5)=−(75÷5)=−15(∵we got 75÷5=15) Therefore, the value of 75÷(−5) is −15.

The value of the division $75 \div (- 5)$ is .