Question

) Mr. Ashok gave 25% part of his income to his elder son and 35%
part to his younger son. He gave 10% of the balance as donation to
a school. He still had Rs.1,50,000 for himself. What was Mr.
Ashok's income?​

Answer 1

Answer:

5000000

Step-by-step explanation:

its simple. just add all the % and the end part and equal to you assume

Answer 2

$\boxed {\underline {\mathbb {QUESTION:-}}}$

Mr. Ashok gave 25% part of his income to his elder son and 35% part to his younger son. He gave 10% of the balance as donation to a school. He still had Rs.1,50,000 for himself. What was Mr. Ashok's income?​

$\boxed {\underline {\mathbb {FINAL\:ANSWER:-}}}$

$Ashok's \:income\: is\: Rs.500000$

$\boxed {\underline {\mathbb {GIVEN:-}}}$

• Mr. Ashok gave 25% part of his income to his elder son

• Mr. Ashok gave 35% part to his younger son

• He gave 10% of the balance as donation to a school

• He still had ₹1,50,000 for himself

$\boxed {\underline {\mathbb {TO\:FIND:-}}}$

income of Mr. Ashok

$\boxed {\underline {\mathbb {THINGS\:TO\:ASSUME:-}}}$

Let the total income be x

$\boxed {\underline {\mathbb {SOLUTION:-}}}$

Ashok gave 25% to his elder son$\implies \frac{25\% \times x}{100} \implies \frac{25x}{100}$

35 % to his younger son $\implies \frac{35 \times x}{100} \implies \frac{35x}{100}$

Ashok gave 10% to school as donation $\implies \frac{10 \times x}{100} \implies \frac{10x}{100}$

Money left with him after $150000= \frac{100x}{100}-(\frac{35x}{100}+\frac{25x}{100}+\frac{10x}{100})$

$150000=\frac{100x}{100}-\frac{70x}{100}$

$150000= \frac{30x}{100}$

$x=\frac{150000 \times 100}{30}$

$x=Rs.500000$

hence , Ashok’s income is  Rs.500000

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extra answer:-

• money that elder son got $\implies \frac{25x}{100} \implies \frac{25 \times 500000}{100} \implies Rs.125000$

• money that younger son got $\implies \frac{35x}{100} \implies \frac{35 \times 500000}{100} \implies Rs.175000$

• money given to school $\implies \frac{10x}{100} \implies \frac{10 \times 500000}{100} \implies Rs.50000$