‘ A’ started a business with an investment of Rs.8000 and after six months, ‘B’ joined with an investment of Rs. X. If at the end of the year, the profit share of ‘B’ is Rs.21000 out of a total profit of Rs.49000, then find the value of X.

Rs. 169000 is divided among A, B and C such that A 's share is 6/7 of total share of B and C together and B's share is 4/9 of total share of A and C together. What is the share of C?

A sum of ₹9240 is divided between A, B and C such that the ratio of C's share to the combined share of A and B is 3:8 and the ratio of B's share to the combined share of A and C is 2:5. What is the share of A?

Rs. 42,100 were divided among A, B and C such that 8 times the share of A = 3 times the share of B = 6 times the share of C. Find the share of A.​

X, Y and Z invested a sum in the ratio of 58 : 72 : 20, respectively. If they earned a total profit of Rs. 3,750 at the end of the year, what is the difference between the shares of Y and Z?​

A, B and C invested a sum in the ratio of 8 : 36 : 76, respectively. If they earned a total profit of Rs. 3,030 at the end of the year, what is the difference between the shares of B and C?

P and Q started a business by investing Rs. 8,000 and Rs. 6,000 respectively. After x months, Q withdrew his investment. At the end of the year, Q’s share of profit was Rs. 2,000 out of a total profit of Rs. 6,000. Find the value of x.

A and B invested in a business in the ratio 5 : 6. The profit ratio was 10 : 9. If B invested his money for 12 months, for how many months did a invest?

Gautam started a business with a sum of ₹ 60,000. Jatin joined him 8 months later with a sum of ₹ 35,000. At what respective ratio will the two share the profit after two years?

Ritu, Sameer, and Isha invest ₹1,350, ₹1,470, and ₹1,380, respectively, to start a business. If the profit at the end of the year is ₹1,330, then what is the share of Isha in the profit?

Out of the total profit of Rs. 15,500 in a business of A and B, A gets Rs. 5,500 as profit. If the investment of A is Rs. 67,500 less than the investment of B, then the investment of B (in Rs.) is: