# Races & games of skill - Online Quiz

Following quiz provides Multiple Choice Questions (MCQs) related to **Races & games of skill**. You will have to read all the given answers and click over the correct answer. If you are not sure about the answer then you can check the answer using **Show Answer** button. You can use **Next Quiz** button to check new set of questions in the quiz.

Q 1 - At a game billiards, A can give B 10 points in 60 and he can give C 15 in 60. How many can B can give C in a game of 90?

### Answer : A

### Explanation

If A score 60 points, B score 50 points and C score 45 points. When B scores 50 points, C scores 45 points. When B scores 90 points, C scores (45/50 *90) points = 81 points. ∴ B can give C, 9 points in a game of 90.

Q 2 - In a 300m race, A beats B by 15 meters or 5 sec. A?s time over the course is

### Answer : B

### Explanation

15m are covered by B in 5 sec. 300 m are covered by B in (5/15*300) sec. = 100 sec. Time taken by A =(100-5) sec.= 95 sec.

Q 3 - In a 100m race, A can beat B by 25m and B can beat C by 4m. In the same race, A can beat C by

### Answer : D

### Explanation

A :B = 100:75 and B :C = 100:96 ∴ A :C = (A/B * B/C ) = (100/75*100/96 ) = 100/72 = 100:72 So, A beats C by (100-72) m = 28m

Q 4 - In a 100m race, A can give B 10m and C 28m. In the same race, B can give C:

### Answer : A

### Explanation

A : B :C = 100:90:72 ∴ B:C = 90/72 =(90* 100/90)/(72*100/90) = 100/80 = (100:80) ∴ B can give C 20 m.

Q 5 - In a 100m race, A beats B by 10m and C by 13m. In a race of 180m, B will beat C by :

### Answer : C

### Explanation

A: B :C = 100: 90:87 ∴ B/C = 90/87 = 90*2/87*2 = 180/174 Thus, while B covers 180m , C covers 174 m. ∴ B beats C by 6m.

Q 6 - In a race of 200 m, A can beat by 31m and C by 18m. In a race of 350m, C will beat B by

### Answer : C

### Explanation

A :B:C = 200: 169: 182 ∴ C/B = (182*350/182)/ (169*350/182) = 350/325 Thus when C covers 350m, B covers 325m. ∴ C beats B by 25 m .

Q 7 - In a game of 100 points , A can give B 20 points and C 28 points. Then, B can give C:

### Answer : B

### Explanation

A:B:C = 100:80:72 ∴ B:C = 80/72 =10/9 =100/90 If B scores 100, then C scores 90. Hence, B can give C 10 points.