According to the question: Initial investments of Nitin, Rahul, and Anjali: Rs. 5x, Rs. 6x, and Rs. 7x respectively. Additional investments of Anjali, Nitin, and Rahul: Rs. 3y, Rs. 2y, and Rs. 4y respectively. Ratio of their profits: (5x + 2y):(6x + 4y):(7x + 3y) = (7x + 2y):(10x + 4y):(14x + 3y) Profit share of Nitin for being an active working partner = 0.20 × 2800 = Rs. 560 Profit share of Nitin for his investment = 0.80 × 2800 × (7x + 2y)/(31x + 9y) = Rs. 720 Total amount of profit received by Nitin = 560 + 720 = Rs. 1280
If A : B = 9:5 and A is 16 more than B then find the sum of A and B.
There are some assistants and officers in an office, if 15 assistants leave then there are 3 officers for each assistant. After this again 51 officers g...
A vessel is full of 90l milk, 15liter milk is taken out and replaced by water and again this process is repeated 2 more times, the amount of milk left a...
P, Q and R together started a business. Six times the investment of P equals eight times the investment of Q and the capital of Q is twice that of R. Fi...
The ratio of heartbreak to emotions is 1:2:3:4. The price of heart is inversely proportional to the square of emotions. If there is a loss of Rs 700 due...
Three Partners Chandra, Shekhar and Azad invested in the ratio of 3/2, 2/3, 4/3 in a business. After 3 months Chandra decreased his capital by 50%. If t...
Rs.10800 was divided among A, B and C in the ratio 2:3:4. B kept Rs.1200 for himself, gave Rs.800 to his mother and divided the remaining money among hi...
P and Q together have Rs 2,420. If 8/15 of P’s amount is equal to 4/5 of Q’s amount, how much amount does Q have?
A sum of Rs.1000 is divided among P, Q and R such that P gets Rs.150 more than Q. Q gets Rs.110 more than R. How much does R receive?
The ratio of the two numbers is 4:9. 140% of the first number is equal to the 70% of the second number. Find the sum of both the numbers.
