If A and B started a business. B invest 300 more than A. After 9 months A double his investment and B withdrew half of his investment. B' share of profit is 1400 out of total profit 9000. Find A' s investment?
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Hlw mate!!
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
Hope it helpful
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
Hope it helpful
guptanidhika:
Hey
From where this 120 come
Sorry can't understand your answer
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