Amar invests Rs. 4000 and Vijay invests Rs. 3000 to start a business. At the end of two months they gain a profit of Rs. 5600. What is the share of Vijay in the profit?
(1) Rs. 2100 (2) Rs. 4200 (3) Rs. 3200 (4) Rs. 2800
pls answer fast and correct
Answers
Step-by-step explanation:
Let the annual profit be Rs.x
Then, Rs.(x - 120) will be distributed between A and B as their shares of profit.
Ratio of profits = Ratio of investments
So, A : B = 3000 : 4000 = 3 : 4
A's share = 120 + (x - 120) X 3737
= > 120 + (x - 120) X 3737 = 390
= > (x - 120) X 3737 = 390 - 120 = 270
= > x - 120 = 270 X 7373 = 630
B's share = 47×(x−120)47×(x−120)
= 47×63047×630 = Rs. 360
Step-by-step explanation:
Step-by-step explanation:
Let the annual profit be Rs.x
Then, Rs.(x - 120) will be distributed between A and B as their shares of profit.
Ratio of profits = Ratio of investments
So, A : B = 3000 : 4000 = 3 : 4
A's share = 120 + (x - 120) X 3737
= > 120 + (x - 120) X 3737 = 390
= > (x - 120) X 3737 = 390 - 120 = 270
= > x - 120 = 270 X 7373 = 630
B's share = 47×(x−120)47×(x−120)
= 47×63047×630 = Rs. 360