Question

{1/5÷1÷/5 of 1/5}/{1/5of 1/5÷1/5}

Answer 1

$\huge{\Blue{heya\:mate}}$

$\large{1/5÷1/5 of 1/5}/{1/5of 1/5÷1/5}$

$\large{1/5*5* 1/5)/(1/5of 1/5*5)}$

$\huge{(1/5)/(1/25*5)}$

$\huge{1/5*5*25}$

$\huge{ 25}$

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Answer 2

Given,

• {1/5÷1/5 of 1/5}/{1/5of 1/5÷1/5} is given.

To find,

• We have to simplify the given expression.

Solution,

{1/5÷1/5 of 1/5}/{1/5of 1/5÷1/5} can be simplified as 25.

We can simplify the given expression by using the BODMAS rule

                {1/5÷1/5 of 1/5}/{1/5of 1/5÷1/5}

Solving 'of' first, we get

                {1/5÷1/25}/{1/25÷1/5}

Now, solving division by changing division into multiplication by reciprocating, we get

                {1/5÷1/25}/{1/25÷1/5}

                {1/5 * 25/1}/{1/25*5/1}

                {1/5 * 25/1}/{1/25*5/1}

                   {5}/{1/5}

                    5 * 5

                     25

Hence, {1/5÷1/5 of 1/5}/{1/5of 1/5÷1/5} can be simplified as 25.