Question

Shikha’s income is 60% more then that of shalu. By what percent is shalu’s income less then shikha’s?
Answer:37.5%
Plz explain step by step

Answer 1

$\:\:\:\: \: \: \: \: \: \: \: \: \: \: \huge\mathcal\red{\bf{\boxed{\underline{\huge\mathcal\blue{ANSWER}}}}}\: \: \:$

$let, \: shalu's \: income \: is \: = x \: rs$

$therefore$

$sikha's \: income = \frac{160x}{100} \: \: rs$

$so\: \: income \: differece \: is \: \: = \frac{160x}{100} - x = \frac{60x}{100} \: \: rs$

$so \:shalu's \: income \: is \: less \: than \:sik ha's \: by,$

$= (\frac{ \frac{60x}{100} }{ \frac{160x}{100} } \times 100) \: percent \: \\ = \frac{60}{160} \times 100 \: \\ = 37.5 \: \: percent\\\\\huge\mathcal\blue{\underline{hope\:\: this\:\: helps\:\: you}}$

Answer 2

Shalu's income is 37.5% less than Shikha's income

Step-by-step explanation:

Let Shalu's income be x

Shikha’s income is 60% more then that of shalu.

So, Shikha's income $= x+60\%x=x+0.6x=1.6x$

Difference in incomes = 1.6x-x=0.6x

So, Shalu's income is less than Shikha's income =$\frac{0.6x}{1.6x} \times 100 =37.5\%$

Hence Shalu's income is 37.5% less than Shikha's income

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