1. Sunil and Anil started a business and invested Rs.120000 and Rs.180000 respectively. After 3 months
Anil left and Kapil joined by investing Rs.150000. At the end of the year, they realized a profit
of Rs.148000. What was Kapil's share?
2. P, Q and R invest Rs.30000 for a business. P invests Rs.1000 more than Q and Q invests Rs.4000
more than R. Out of the total profit of Rs. 18,000, R receives:
A, B and C started a business with their investments in the ratio 1 : 2:3. After 6 months. A
invested the same amount as before and B and C withdrew half of their investments. The ratio
of their profits at the end of the year is:
4. A, B and Center into a partnership. They invest Rs.25000, Rs.50000 and Rs.75000, respectively
At the end of the first year, B withdraws Rs.25000 while at the end of the second year C withdraws
Rs.50000. In what ratio the profits have to be shared at the end of 3 years?
5. P, Q and R hire a meadow for Rs.1560. If P puts in 12 cows for 15 days; Q puts 18 cows for
10 days and R puts 20 cows for 8 days, then the rent paid by Q is:
6. P and Q invest in a business in the ratio 5: 3. If 10% of the total profit goes to charity and
P's share is Rs.270, the total profit is:
Three partners A, B and C started a business. A's capital is equal to twice B's capital and B's capital
is two-third times C's capital. Out of a total profit of Rs.14400 at the end of the year, C's share
is:
Two partners X and Y start a business. Twice Y's capital is equal to thrice X's capital. Out of an
annual profit of Rs.40,000 at the end of the year, X's share is:
If the profits earned by X, Y and Z are in the ratio of 3:5:9, respectively and the period for
which each of them invested the amount in business is in the ratio of 3:4:6 for X Y and
Z, respectively, then what is the ratio of the investment of X, Y and Z.
10 Rain Ravi and Ramu invest Rs.15000, Rs.25000 and Rs.30000, respectively in a business. After
one year, Raju removed his money but Ravi and Raju continued for one more year. If the net
profit after 2 years is Rs.25200, then Raju's share in the profit is:
11. A. B and C started a business, two times of A's capital is equal to 3 times of B's capital and equal
to 5 times of C's capital. Out of a profit of Rs. 1550, A's share is:
12. Varun and Tarun started a business with capitals in the ratio of 3:4. After one year, Varun's profit
is Rs.2100. Then what is the total annual profit?
Answers
Answer:
Step-by-step explanation:
1. Sunil and Anil started a business and invested Rs.120000 and Rs.180000 respectively. After 3 months Anil left and Kapil joined by investing Rs.150000. At the end of the year, they realized a profit of Rs.148000. What was Kapil's
share
Lets calculate investment month wise 1 Year = 12 months
Sunil investment for Year = 120000 * 12 = 1440000
Anil Investment = 180000 * 3 = 540000
Kapil Investment = 150000 * 9 = 1350000
Total investment = 1440000 + 540000 + 1350000 = 3330000
Kapil Share of Profit = (1350000/3330000) * 148000 = Rs 60000
2. P, Q and R invest Rs.30000 for a business. P invests Rs.1000 more than Q and Q invests Rs.4000 more than R. Out of the total profit of Rs. 18,000, R receives:
Let say R invests = R
Q invest = R + 4000
P invest = R + 4000 + 1000 = R +5000
R + R + 4000 + R + 5000 = 30000
=>3R = 21000
=> R = 7000
R Profit = (7000/30000) * 18000 = Rs 4200
3. A, B and C started a business with their investments in the ratio 1 : 2:3. After 6 months. A invested the same amount as before and B and C withdrew half of their investments. The ratio of their profits at the end of the year is:
Let say A invested = A
B invested = 2A
C Invested = 3A
for 1st 6 month their investments = 6A , 12A & 18A respectively
After 6 month
A investment = A + A = 2A
B Investment = 2A - 2A/2 = A
C investment = 3A - 3A/2 = 3A/2
for next 6 months their investments = 12A , 6A & 9A respectively
For twelve months their investments = 18A , 18A & 27A
2 : 2 : 3 is ratio of their Profit
Answer:
1) 60,000
Step-by-step explanation:
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