Three friends invested ₹ 120000 , ₹ 150000 and ₹ 110000 respectively to purchase a bus. The first person is a driver and other two are conductors. They decided to divide 2 5 th of the profit among themselves in the ratio of 3 : 2 : 2 according to their work and the remaining in the ratio of their capitals. If they earn ₹ 29260 in one month, find the share of each of them.

Given, three friends invested ₹ 120000 , ₹ 150000 and ₹ 110000 respectively to purchase a bus. Ratio of their investment = 120000 : 150000 : 110000 = 12 : 15 : 11 Profit earned in a month = ₹ 29260 2 5 of the profit = 2 5 × ₹ 29260 = ₹ 11704 Given, they decided to divide 2 5 th of the profit among themselves in the ratio of 3 : 2 : 2 according to their work. Profit of the first friend = 3 7 × ₹ 11704 = ₹ 5016 Profit of the second friend = 2 7 × ₹ 11704 = ₹ 3344 Profit of the third friend = 2 7 × ₹ 11704 = ₹ 3344 The remaining money from the actual profit made = ₹ ( 29260 - 11704 ) = ₹ 17556 Profit of the first friend = 12 12 + 15 + 11 × ₹ 17556 = 12 38 × ₹ 17556 = ₹ 5544 Profit of the second friend = 15 38 × ₹ 17556 = ₹ 6930 Profit of the third friend = 11 38 × ₹ 17556 = ₹ 5082 Total profit made by the first friend = ₹ 5016 + 5544 = ₹ 10560 Total profit made by the second friend = ₹ 3344 + 6930 = ₹ 10274 Total profit made by the third friend = ₹ 5082 + 3344 = ₹ 8426 Therefore, the profit made by each of them is ₹ 10560 , ₹ 10274 and ₹ 8426 .

HARD

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X, Y and Z are partners in the ratio of 1/2 : 2/5 : 1/10, what will be the new ratio of the remaining partners if X retires?

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Important Questions on Ratio and Proportion

HARD

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

Two friends start a partnership business investing

₹ 40, 000

and

₹ 50, 000

respectively. There is an agreement between them that

50 %

of the profit will be divided equally and the rest amount of the profit will be distributed between them in the ratio of their principal. If the share of profit of

1^{st}

friend is

₹ 800

less than that of the

2^{nd}

friend, find the share of profit of the

1^{st}

friend in

₹

EASY

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

In a partnership business, the ratio of capitals of three men is

3 : 5 : 8

. The share of profit of the first member is

₹ 60

less than that of the third member, then what is the total profit (in

₹

) in the business?

EASY

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

In a business,

A

and

B

get

₹ 1050

as profit. The principal and the profit of

A

₹ 900

and

₹ 630

respectively. The principal of

B

₹ k

. Find

k

MEDIUM

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

In a partnership business,

A

invests

₹ 600

for

9

months and

B

invests

₹ 700

for

5

months, find the ratio of their share of profit.

MEDIUM

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

Pihu and Rani started a business together by investing

₹ 9000

and

₹ 6300

respectively. After a certain period, Pihu withdrew from the business completely. If at the end of two years, the total profit earned was

₹ 13050

and Pihu's share was

₹ 6750

, after how many months did Pihu withdrew from business?

EASY

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

In a partnership business, the ratio of the share of profit of two friends is $\frac{1}{2} : \frac{1}{3}$ , then the ratio of their principal is

MEDIUM

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

$A, B$ and $C$ start a business with the capital of $₹ 6, 000, ₹ 8, 000$ and $₹ 9, 000$ respectively. After a few months, $A$ invests $₹ 3, 000$ more in the business. At the end of the year, they gained $₹ 30, 000$ and $C$ got $₹ 10, 800$ as a share of profit. When did $A$ invest $₹ 3, 000$ more?

EASY

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

B

starts a business by investing

R s . 20000

. After

2

months, D joins business by investing

R s . 55000

. At the end of the year, in what ratio will they share the profit?

MEDIUM

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

A and B started a business with initial investments in the ratio

5 : 7

. If, after one year their profits were in the ratio

1 : 2

and the period for A's investment was for

7

months only, B invested the money for how many months?

MEDIUM

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

A, B

and

C

started a business with their investment in the ratio

1 : 3 : 5

. After

4

months,

A

invested the same amount as before and

B

as well as

C

withdrew half of their investments. What is the ratio of their profits at the end of the year?

MEDIUM

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

Anisur invests

R s 500

for

9

months in a business and Devid invests

R s 600

for

5

months in the same business, the ratio of their profits will be _____.

EASY

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

A started $y$ business. After

4

months from the start of the business, B and C joined. The respective ratio between the investments of A, B and C was

4 : 6 : 5

. If A's share in annual profit was Rs.

250

more than C's share, what was the total annual profit earned?

EASY

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

Ama, Kamal, and Ratan start a business. The ratio of their investments is

12 : 4 : 3

. If at the end the ratio of their profits is

3 : 16 : 9

, what is the ratio of time periods of their investments?

MEDIUM

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

Three friends invested

₹ 120000, ₹ 150000

and

₹ 110000

respectively to purchase a bus. The first person is a driver and other two are conductors. They decided to divide

\frac{2}{5} th

of the profit among themselves in the ratio of

3 : 2 : 2

according to their work and the remaining in the ratio of their capitals. If they earn

₹ 29260

in one month, find the share of each of them.

EASY

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

Raman and Sanjay started a business by investing $₹$ $63000$ and $₹$ $42000$ respectively. If the total profit at the end of year is $₹$ $9000$ , Then what is the share of Raman?

MEDIUM

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

A, B and C undertook work for $R s . 80000$ . Together A and B complete $(\frac{3}{4})$ th part of the work. What is the share (in $R s .$ ) of C?

MEDIUM

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

$A$ and $B$ start a business with $₹ 15, 000$ and $₹ 45, 000$ , respectively. After $6$ months $B$ received $₹ 3, 030$ as profit. What is $A$ 's profit?

MEDIUM

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

A and B both starts a business. Amount invested by B is one-third of that invested by A. Three months from the start of the business, A withdrew one-third of his investment and B tripled his investments. If from the total annual profit earned, A receives Rs.

1800

as his share from the profit, what was the total annual profit earned?

EASY

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

Gita, Shweta and Sita invested

Rs . 4200

Rs . 8400

and

Rs . 5400

respectively while starting a business. At the end of the year, they earned a profit of

Rs . 24, 000

. Sita invested

32 %

of her share of the profit in a savings scheme. How much amount is left with her?

EASY

Quantitative Aptitude>Arithmetic>Ratio and Proportion>Partnerships in Business

Ninad, Vikas and Manav enter into a partnership. Ninad invests some amount at the beginning. Vikas invests double the amount after 6 months and Manav invests thrice the amount invested by Ninad after 8 months. They earn a profit of

₹ 45000

at the end of the year. What is Manav's share in the profit?

X, Y and Z are partners in the ratio of 1/2 : 2/5 : 1/10, what will be the new ratio of the remaining partners if X retires?

Important Questions on Ratio and Proportion

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