In the question, two quantities I and II are given. You have to solve both the quantities and establish the correct relation between Quantity - I and Quantity - II and choose the correct option accordingly.
Quantity I: A, B, and C started a business with an initial investment of Rs. 1200, Rs. 1500, and 1800 respectively. A is the working partner so 16% of the profit is given to A for handling the business and the rest of the profit is shared among A, B, and C in the ratio of their investments. Find the amount received by A in a total profit of Rs. 2500.
Quantity II: P and Q started a business with initial investments of Rs. 4000 and Rs. 3000 respectively. After six months, R joined them with an investment of Rs. 2000. After one year total profit of Rs. 2520 is generated. Find the profit share of Q?
Quantity I: A, B, and C started a business with an initial investment of Rs. 1200, Rs. 1500, and 1800 respectively. A is the working partner so 16% of the profit is given to A for handling the business and the rest of the profit is shared among A, B, and C in the ratio of their investments. Find the amount received by A in a total profit of Rs. 2500.
Quantity II: P and Q started a business with initial investments of Rs. 4000 and Rs. 3000 respectively. After six months, R joined them with an investment of Rs. 2000. After one year total profit of Rs. 2520 is generated. Find the profit share of Q?
1
Quantity - I < Quantity - II
2
Quantity - I > Quantity - II
3
Quantity - I ≥ Quantity - II
4
Quantity - I ≤ Quantity - II
5
Quantity - I = Quantity - II