Varun is climbing steps to the top of a monument. After climbing $15$ steps, Varun stops to tie his shoe laces. If there are $75$ steps in the monument, what percent of the total number of steps has Varun climbed when he stops to tie his shoe laces ?

90 %

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60 %

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20 %

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5 %

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Solution

The correct option is C $20 %$
climbed steps=15 steps
Total steps=75
% of steps climbed=
$\frac{c l i m b e d s t e p s}{T o t a l s t e p s} \times 100 = \frac{15}{75} \times 100$
$= 20$ %
Answer (C) 20%

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Varun is climbing steps to the top of a monument. After climbing 15 steps, Varun stops to tie his shoe laces. If there are 75 steps in the monument, what percent of the total number of steps has Varun climbed when he stops to tie his shoe laces ?

The correct option is C 20% climbed steps=15 stepsTotal steps=75% of steps climbed=climbedstepsTotalsteps×100=1575×100=20%Answer (C) 20%

Varun is climbing steps to the top of a monument. After climbing $15$ steps, Varun stops to tie his shoe laces. If there are $75$ steps in the monument, what percent of the total number of steps has Varun climbed when he stops to tie his shoe laces ?

The correct option is C $20 %$
climbed steps=15 steps
Total steps=75
% of steps climbed=
$\frac{c l i m b e d s t e p s}{T o t a l s t e p s} \times 100 = \frac{15}{75} \times 100$
$= 20$ %
Answer (C) 20%