Karan, Hari and Kowshik play cricket. The runs got by Karan to Hari and Hari to Kowshik

 Karan, Hari and Kowshik play cricket. The runs got by Karan to Hari and Hari to Kowshik are in the ratio of 5:3. They get altogether 588 runs. How many runs did Karan get?

1. A. 150 runs

2. B. 300 runs     👈 Correct Answer

3. C. 250 runs

4. D. 200 runs

1. Answer & Explanation:

   Given : The runs scored by Karan to Hari and Hari to Kowshik are in the ratio of 5:3.

   Ratio of Run By, Karan : Hari = (5:3)

   Ratio of Run By, Hari : Kowshik = (5:3)

   So, The Ratio of Run Scored By Karan, Hari and Kowshik is

   Karan Run : Hari Run : Kowshik Run = (25:15:9)

   Therefore, the runs made by Karan,

   = (25/49) * 588

   = 25 * 12 = 300 runs  👈👈 Correct Answer

   👉👉👉(How to calculate the Ratio of The runs scored by Karan, Hari and Kowshik)

   The Ratio of Run Scored By, Karan : Hari = (5:3)  => Karan/Hari = 5/3

   Karan Run = (5/3) Hari 

   The Ratio of Run Scored By, Hari : Kowshik = (5:3) => Hari/Kowshik = 5/3

   Kowshik Run = (3/5) Hari

   Karan : Hari : Kowshik = (5/3):1:(3/5) (Take LCM and Solve it ) 

   Karan : Hari : Kowshik = 25:15:9 runs

1. Related Question:

1. The ratio between two numbers is 3 : 4. If each number is increased by 6, the ratio becomes 4 : 5. The difference between the number is

1. A. 6
2. B. 9
3. C. 11
4. D. 13

1. Answer : A ( 6 )

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1. The ratio of males and females in a city is 7 : 8 respectively and the percentage of children among males and females is 25% and 20% respectively. If the number of adult females in the city is 1, 56, 800. What is the total population?

1. A. 245000
2. B. 367500
3. C. 396000
4. D. 271500

1. Answer : B ( 367500 )

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1. There are three vessels 1, 2 and 3. The ratio of the total capacity of vessels 1, 2 and 3 is 5:4:3 respectively. All the vessels are full of mixture of sugar syrup and water. In vessel 1, ratio of sugar syrup to water is 2:3. Similar ratio in case of vessel 2 and vessel 3 is 5:4 and 1:3 respectively. The mixture of all the three vessels is emptied into one bigger vessel. What is the resulting ratio of sugar syrup and water?

1. A. 17:25
2. B. 179:253
3. C. 53:179
4. D. 233:169

1. Answer : B ( 179:253 )

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1. If A varies directly proportional to C, and B also varies directly proportional to C, which one of the following is not correct?

1. A. (A + B) ∝ C
2. B. (A – B) ∝ (1/C)
3. C. √(AB) ∝ C
4. D. (A / B) = constant

1. Answer : B ( (A – B) ∝ (1/C) )

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1. If x runs are second by A, y runs by B and z runs by C, then x : y = y : z = 3 : 2. If total number of runs scored by A, B and C is 342, the runs scored by each would be respectively

1. A. 144, 96, 64
2. B. 162, 108, 72
3. C. 180, 120, 80
4. D. 189, 126, 84

1. Answer : B ( 162, 108, 72 )

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1. A box contains the coins of 5p, 10p and 25p are in the ratio 3:3:5. If there is Rs. 34 in all, how many 10p coins are there?

1. A. 40
2. B. 60
3. C. 80
4. D. 100

1. Answer : B ( 60 )

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1. A man ordered a pairs of black socks and some pairs of brown socks. The price of a black socks is double that of a brown pair. While preparing the bill the clerk interchanged the number of black and brown pairs by mistake which increased the bill by 50%. The ratio of the number of black and brown pairs of socks in the original order was :

1. A. 2 : 1
2. B. 1 : 4
3. C. 1 : 2
4. D. 4 : 1

1. Answer : C ( 1 : 2 )

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1. In a mixture of 60 litres, the ratio of acid and water is 2 : 1. If the ratio of acid and water is to be 1 : 2, then the amount of water (in litres) to be added to the mixture is

1. A. 50
2. B. 45
3. C. 55
4. D. 60

1. Answer : D ( 60 )

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1. The ratio of the number of UG students and PG students in a college is 5:4. If 40% of the UG students and 50 % of the PG students are scholarship holders. What percentage of the students does not get the scholarship?

1. A. 54.6%
2. B. 55.2%
3. C. 55.5%
4. D. 54.3%

1. Answer : C ( 55.5% )