Question

Simplify the expression using BODMAS rule (3/7) of (4/5) of 20 (252 - 242)

1. 336

2. 168

3. 84

4. None of these

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Answer 1

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Simplify the expression using BODMAS rule (3/7) of (4/5) of 20 (252 - 242)

1. 336❤❤

2. 168

3. 84

4. None of these

Answer 2

Given,

• $3/7 of 4/5 of 20(25^2 -24^2)$ is given.

To find,

• We have to simplify the given expression by using the BODMAS rule.

Solution,

The expression $3/7 of 4/5 of 20(25^2 -24^2)$ can be simplified using the BODMAS rule as 336.

We can simplify the expression by using the BODMAS rule which states that Bracket is solved first then of, division followed by multiplication, addition, and subtraction.

        $3/7 * 4/5 * 20 (25^2 -24^2)$

        $3/7 * 4/5 * 20 (625 -576)$

        $3/7 * 4/5 * 20 *49$

             $12 * 28$

                $336$

Hence, the expression $3/7 of 4/5 of 20(25^2 -24^2)$ can be simplified using the BODMAS rule as 336.