(C) The investment ratio of $A : B : C$ is calculated based on the capital invested for the duration of $12$ months.$A$'s investment: $(16000 \times 3

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(C) The investment ratio of $A : B : C$ is calculated based on the capital invested for the duration of $12$ months.$A$'s investment: $(16000 \times 3) + (11000 \times 9) = 48000 + 99000 = 147000$.$B$'s investment: $(12000 \times 3) + (17000 \times 9) = 36000 + 153000 = 189000$.$C$'s investment: $21000 \times 6 = 126000$ (since $C$ joined after $6$ months total).Ratio $A : B : C = 147000 : 189000 : 126000 = 49 : 63 : 42$.Simplifying by dividing by $7$,we get $7 : 9 : 6$.Total parts = $7 + 9 + 6 = 22$.Share of $B$ exceeds $C$ by $(9 - 6) = 3$ parts.Difference = $\frac{3}{22} \times 26400 = 3 \times 1200 = ₹ 3600$.

Competitive Quantitative Aptitude Ratio and Proportion Partnership

Medium

$A$ and $B$ entered into a partnership investing ₹ $16000$ and ₹ $12000$ respectively. After $3$ months,$A$ withdrew ₹ $5000$ while $B$ invested ₹ $5000$ more. After another $3$ months,$C$ joined the business with a capital of ₹ $21000$. If the total profit after $1$ year is ₹ $26400$,by how much does the share of $B$ exceed that of $C$?

A
$2400$
B
$4800$
C
$3600$
D
$1200$

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Ratio and Proportion

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Partnership

Nikita and Nishita enter into a partnership by investing ₹ $50,000$ and ₹ $40,000$ respectively. They agreed to share profits in the ratio of their capitals. Find out the share of Nikita when the total profit of the business is ₹ $22,500$ after a year.

Medium

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How should a profit of ₹ $450$ be divided between two partners,one of whom has contributed ₹ $1200$ for $5$ months and the other ₹ $750$ for $4$ months?

Easy

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An amount of money is to be divided among $P$,$Q$,and $R$ in the ratio of $3: 5: 7$,respectively. If the amount received by $R$ is ₹ $4,000$ more than the amount received by $Q$,what will be the total amount (in ₹) received by $P$ and $Q$ together?

Medium

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$A, B$ and $C$ jointly thought of engaging themselves in a business venture. It was agreed that $A$ would invest ₹ $6500$ for $6$ months,$B$ ₹ $8400$ for $5$ months and $C$ ₹ $10000$ for $3$ months. $A$ wants to be the working member for which he was to receive $5 \%$ of the profits. The profit earned was ₹ $7400$. Calculate the share of $B$ in the profit. (In ₹)

Medium

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Anju and Brijesh enter into a partnership with their capitals in the ratio of $5:9$. At the end of $8$ months,Anju withdraws her capital. If they receive their share of profit in the ratio of $4:9$,find out how long Brijesh's capital was invested in the business (in months).

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Nikita and Nishita enter into a partnership by investing ₹ $50,000$ and ₹ $40,000$ respectively. They agreed to share profits in the ratio of their capitals. Find out the share of Nikita when the total profit of the business is ₹ $22,500$ after a year.

How should a profit of ₹ $450$ be divided between two partners,one of whom has contributed ₹ $1200$ for $5$ months and the other ₹ $750$ for $4$ months?

An amount of money is to be divided among $P$,$Q$,and $R$ in the ratio of $3: 5: 7$,respectively. If the amount received by $R$ is ₹ $4,000$ more than the amount received by $Q$,what will be the total amount (in ₹) received by $P$ and $Q$ together?

Anju and Brijesh enter into a partnership with their capitals in the ratio of $5:9$. At the end of $8$ months,Anju withdraws her capital. If they receive their share of profit in the ratio of $4:9$,find out how long Brijesh's capital was invested in the business (in months).

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