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Q. Rahul, Sac...

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Q. Rahul, Sachin and Laxman started a business by investing Rs 27000, Rs 72000, and Rs 81000 respectively. At the end of a year the profit was distributed amongst them and if the difference between the share of profits of C and B is 4000, then the total profit is

60000

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80000

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100000

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120000

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Solution

The correct option is B 80000
The ratio of investment
$= 27000 : 72000 : 81000 = 3 : 8 : 9$
Let the total profit be x
C’s profit share - B’s profit share
$= x \times \frac{9}{20} - x \times \frac{8}{20} = 4000 x = 4000 \times 20 = 80000$

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Q. Rahul, Sachin and Laxman started a business by investing Rs 27000, Rs 72000, and Rs 81000 respectively. At the end of a year the profit was distributed amongst them and if the difference between the share of profits of C and B is 4000, then the total profit is

The correct option is B 80000The ratio of investment =27000:72000:81000=3:8:9 Let the total profit be x C’s profit share - B’s profit share =x×920−x×820=4000x=4000×20=80000

The correct option is B 80000
The ratio of investment
$= 27000 : 72000 : 81000 = 3 : 8 : 9$
Let the total profit be x
C’s profit share - B’s profit share
$= x \times \frac{9}{20} - x \times \frac{8}{20} = 4000 x = 4000 \times 20 = 80000$