1.

Then after end of the second quarter A, B and C invested additional amount in the ratio of 4:3:4. Again after end of the 3^(rd) quarter they in invested additional amount in the ratio of 7:6:7. Thye invested the whole amount for one year and the profit earned in the buisness is proportional to the investment and the period of investment. If they had invested additional amount at end of each quarter in same ratio as they had invested after end of the first quarter then find the prfit of B at the end of one year if the total profit at the end of the year is 125000.

Answer»

`₹ 75000`
`₹ 62500`
`₹ 125000`
`₹ 37500`

Solution :From question we observe that SUM of investement of A and C is EQUAL to B for first quarter.
So, if ratio of investement of B is equal to `(A+C)` for all quarters of year then B's profit is `50%` of total profit.
So, profit of `B=(125000)/(2)=62500`


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