type 5 shares & partnership based ratio & proportion problems Section-Wise Topic Notes With Detailed Explanation And Example Questions
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The following question based on ratio & proportion topic of quantitative aptitude
(a) 2,600
(b) 7,000
(c) 3,500
(d) 1,400
The correct answers to the above question in:
Answer: (d)
A : B = 5 : 2
B : C = 7 : 13
A : B : C = 5 × 7 : 2 × 7 : 2 × 13
= 35 : 14 : 26
Sum of the ratios
= 35 + 14 + 26 = 75
Total amount = Rs.7500
B’s share = Rs.$14/75 × 7500$ = Rs.1400
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Read more shares and partnership based ratio and proportion Based Quantitative Aptitude Questions and Answers
Question : 1
738 is divided among A, B, C so that their shares are in the ratio of 2 : 3 : 4. B’s share is
a) 264
b) 164
c) 246
d) 328
Answer »Answer: (c)
B's share
= $3/(2 + 3 + 4) × 738$
= $3/9 × 738$ = Rs.246
Question : 2
A sum of 53 is divided among A, B and C in such a way that A gets 7 more than what B gets and B gets 8 more than what C gets. The ratio of their share is
a) 18 : 25 : 10
b) 15 : 8 : 30
c) 25 : 18 : 10
d) 16 : 9 : 18
Answer »Answer: (c)
B = C + 8
A = C + 8 + 7 = C + 15
C + 15 + C + 8 + C = 53
3C + 23 = 53
3C = 53 - 23 = 30
C = Rs.10
B = C + 8 = 10 + 8 = Rs.18
A = C + 15 = 10 + 15 = Rs.25
A : B : C = 25 : 18 : 10
Question : 3
3,000 is divided between A, B and C, so that A receives 1 3 as much as B and C together receive and B receives 2 3 as much as A and C together receive. Then the share of C is
a) 1,625
b) 1,050
c) 525
d) 600
Answer »Answer: (b)
A = $1/3$(B + C)
3A = B + C...(i)
B = $2/3$(A + C)
3B = 2A + 2C ...(ii)
From equation (i),
3A = B + C
9A = 3B + 3C
9A = 2A + 2C + 3C
7A = 5C ...(iii)
From equation (ii),
3B = $2({5C}/7)$ + 2C
21B = 10C + 14C
21B = 24C
7B = 8C ...(iv)
From equations (iii) and (iv),
C = ${7A}/5 = {7B}/8$
$A/5 = B/8 = C/7$
C’s share
= $7/(5 + 8 + 7) × 3000$
= Rs.$(7/20 × 3000)$ = Rs.1050
Question : 4
A sum of 370 is to be divided among A, B and C such that A’s Share B’s Share = B’s Share C’s Share = 3 4 , A’s share (in rupees) is
a) 100
b) 90
c) 120
d) 240
Answer »Answer: (b)
A : B = | 3 | : | 4 | ||
B : C = | 3 | : | 4 |
A : B : C = 9 : 12 : 16
A’s share
= $9/{9 + 12 + 16}$ × Rs.370 = Rs.90
Question : 5
6,400 are divided among three workers in the ratio 3 5 : 2 : 5 3 . The share (in rupees) of the second worker is
a) 2,560
b) 3,000
c) 3,840
d) 3,200
Answer »Answer: (b)
Ratio = $3/5 : 2 : 5/3$
= 9 : 30 : 25
Sum of ratios = 9 + 30 + 25 = 64
Share of second worker
= $30/64 × 6400$ = Rs.3000
Question : 6
If a sum of money is to be divided among A, B, C such that A’s share is equal to twice B’s share and B’s share is 4 times C’s share, then their shares are in the ratio:
a) 8 : 4 : 1
b) 2 : 4 : 1
c) 1 : 4 : 1
d) 1 : 2 : 4
Answer »Answer: (a)
According to question,
A : B = 2 : 1
B : C = 4 : 1
A : B : C = 8 : 4 : 1
GET ratio & proportion PRACTICE TEST EXERCISES
type 1 basic concepts of ratio & proportion
type 2 age based ratio & proportion problems
type 3 addition subtraction product on ratio & proportion
type 4 income & expenditure based ratio & proportion problems
type 5 shares & partnership based ratio & proportion problems
type 6 fractions based ratio & proportion problems
type 7 finding sum difference product based ratio & proportion problems
type 8 alligation & mixtures based ratio & proportion problems
type 9 coins & rupees based ratio & proportion problems
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