Shiva,Dilip and Sandeep started a business.It was agreed that shiva would invest Rs.8000 for 8 months,Dilip would invest Rs.9000 for 6 months and sandeep would invest Rs.11000 for 4 months.Shiva wants to be a working member for which he was to receive 10% of the profits.The profit earned was Rs.12000.What is the share of Dilip in the profit?Rs.5000Rs.2600Rs.3600Rs.4000

To solve this problem, we first need to calculate the ratio of their investments.

The ratio of their investments would be calculated as follows:

Shiva's investment: Rs.8000 for 8 months = Rs.64000 Dilip's investment: Rs.9000 for 6 months = Rs.54000 Sandeep's investment: Rs.11000 for 4 months = Rs.44000

So, the ratio of their investments is 64:54:44.

Next, we need to calculate the total profit after Shiva takes his 10% for being a working member.

10% of Rs.12000 = Rs.1200

So, the remaining profit is Rs.12000 - Rs.1200 = Rs.10800

Now, we can calculate Dilip's share based on the ratio of their investments.

The total ratio is 64 + 54 + 44 = 162

So, Dilip's share of the profit is (54/162) * Rs.10800 = Rs.3600

Therefore, Dilip's share in the profit is Rs.3600.

To solve this problem, we first need to calculate the ratio of their investments.

The ratio of their investments would be calculated as follows:

Shiva's investment: Rs.8000 for 8 months = Rs.64000 Dilip's investment: Rs.9000 for 6 months = Rs.54000 Sandeep's investment: Rs.11000 for 4 months = Rs.44000

So, the ratio of their investments is 64:54:44.

Next, we need to calculate the total profit after Shiva takes his 10% for being a working member.

10% of Rs.12000 = Rs.1200

So, the remaining profit is Rs.12000 - Rs.1200 = Rs.10800

Now, we can distribute this remaining profit according to the ratio of their investments.

The total parts of the ratio are 64 + 54 + 44 = 162

So, Dilip's share of the profit would be (54/162) * Rs.10800 = Rs.3600

Therefore, Dilip's share of the profit is Rs.3600.