The ratio of monthly income of A , B and C is 5 : 8 : 3. If annual income of B is rs.192000, then what is the sum of the monthly income of A and C ?
18000
40000
14000
16000
52000
Option D Let monthly income of A, B and C = 5x, 9x and 3x respectively. Annual income of B = 12 * 8x = 96x 96x = 192000 x = 2000 sum of the monthly income of A and C = 5x + 3x = 8x = 8 * 2000 = 16000
Three are two numbers in the ratio of 12 : 17. If 8 is substracted from each number the new numbers are in the ratio of 2 : 3. If 12 is added in each number then what will be the new ratio of the numbers ?
4 : 5
5 : 2
3 : 4
1 : 4
4 : 15
Option C Let two numbers are 12x and 17x respectively. 12x – 8/ 17x – 8 = 2/3 36x – 24 = 34x – 16 x = 4 two numbers are = (12 * 4), (17 * 4) = 48, 68 If we added 12 in each number, new ratio = (48 + 12) : (68 + 12) = 3 : 4
There are two numbers in the ratio of 5 : 8. If 20 is added in first number and 6 is added in second number, then ratio of two numbers become 6 : 7. Find the larger of the two numbers ?
50
48
32
64
28
Option D Let 1st numbers = 5x 2nd numbers = 8x 5x + 20/ 8x + 6 = 6/7 48x + 36 = 35x + 140 x = 8 Langer number = 8 * 8 = 64
Total income of A, B and C is rs.57000. If A, B and C spend 60%, 80% and 82% of their income respectively and ratio of their saving is 8 : 5 : 9, then what is the income of B ?
18000
20000
25000
33000
15000
Option E Let saving of A,B and C = 8x, 5x and 9x respectively. income of A = 8x/40 * 100 = 25x income of B = 5x/20 * 100 = 25x Income of C = 9x/18 * 100 = 50x Total income = 57000 income of B = 57000 * 25x/95x = 15000
The ratio of salaries of P, Q and R is 5 : 4 : 6. If the salary of P, Q and R are increased by 20%, 25% and 32% respectively. Find the new ratio of their salaries.
5 : 8 : 3
3 : 8 : 9
3 : 5 : 6
30 : 25 : 42
30 : 28 : 15
Option D Let salary of P, Q and R are 5x, 4x and 6x respectively. new salary ratio = (5x * 120/100) : (4x * 125/100) : (6x * 140/100) = 6x : 5x : 42x/5 = 30 : 25 : 42
In what ratio should rice at rs.13 per kg and rs.20 per kg be mixed. So that the mixture be worth of rs.17 per kg ?
5 : 2
3 : 4
2 : 1
5 : 4
4 : 3
Option B By alligation method, 13 20 17 3 4 ratio = 3 : 4
A bag has coins in the denominations of 50p, 25p and 20p in the ratio of 4 : 2 : 1. If the total value of the coins is rs.108. Find the number of 20p coins in the bag ?
50
80
45
40
240
Option D Let the number of 50p, 25p, and 20p coins in the bag are 4x, 2x and x respectively. (50 * 4x) + (25 * 2x) + (20 * x) = 10800p 200x + 50x + 20x = 10800 270x = 10800 x = 40 number of 20p coins = 40
First number and second number are 32% and 48% more than the third number. Find the ratio of first number, third number and second number.
33 : 25: 37
33 : 37 : 25
33 : 38 : 25
5 : 7 : 8
6 : 5 : 3
Option A Let third number = 100 first number = 100 * 132/100 = 132 second number = 100 * 148/100 = 148 ratio of first, third and second number = 132 : 100 : 148 = 33 : 25 : 37
A marriage party is attended by a total of 80 persons. If the ratio of men and women in the party is 3 : 2, how many more women must join the party such that the ratio becomes 6 : 5 ?
4
12
14
8
19
Option D Total persons = 80 men = 80 * 3/5 = 48 women = 80 * 2/5 = 32 Let the number of women will join = x 48/32 + x = 6/5 192 + 6x = 240 x = 8
The students of three class are in the ratio of 5 : 6 : 4. If 8 students of each class increased so that, the ratio becomes 6 : 7 : 5, then Find the total number of students in the class before increased ?
140
120
165
200
170
Option B Let the number of students in 1st, 2nd and 3rd class are 5x, 6x and 4x respectively. 5x + 8/6x + 8 = 6/7 36x + 48 = 35x + 56 x = 8 total students of class before increased= 5x + 6x + 4x = 15x = 15 * 8 = 120
