If $40$ is subtracted from $60 %$ of a number, the result is $50$ . Find the number.

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Solution

Compute the required value
Given that, $40$ is subtracted from $60 %$ of a number, the result is $50$ .
Let the number be $x$
As per the given condition, the equation becomes
$60 % (x) - 40 = 50$
$\Rightarrow \frac{60 x}{100} - 40 = 50 \Rightarrow \frac{6 x}{10} = 90 \Rightarrow x = \frac{900}{6} \Rightarrow x = 150$
Hence the number is $150$

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If 40 is subtracted from 60% of a number, the result is 50. Find the number.

Compute the required valueGiven that, 40 is subtracted from 60% of a number, the result is 50.Let the number be xAs per the given condition, the equation becomes 60%x-40=50⇒60x100–40=50⇒6x10=90⇒x=9006⇒x=150Hence the number is 150

If $40$ is subtracted from $60 %$ of a number, the result is $50$ . Find the number.