Question : In the first 30 overs of a cricket match, the run rate was 5.2 runs/over. What is the required run rate in the remaining 20 overs to reach the target of 280 runs?
Option 1: 6.8
Option 2: 7.4
Option 3: 6.2
Option 4: 5.6
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Correct Answer: 6.2
Solution : Given: The run rate in the first 30 overs was 5.2 runs per over. The total runs in the first 30 overs = 30 × 5.2 = 156 The target score is 280. The remaining runs = 280 – 156 = 124 The remaining overs are 20. $\therefore$ The required run rate = $\frac{\text{The remaining runs}}{\text{The remaining overs}}$=$\frac{124}{20}$ = 6.2 Hence, the correct answer is 6.2.
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Question : The bar graph below gives the runs scored by Team A in the first six overs of a cricket match. The runs scored by Team A in the 7th over was 5 more than the runs scored by them in the 8th over, but 6 less than the runs scored by them in the 9th over. If the average runs scored per over by Team A in the first nine overs of the match was 9, how many runs did the team score in the 8th over?
Option 1: 5
Option 2: 7
Option 3: 6
Option 4: 8
Question : Select the option that expresses the given sentence in active voice.
The dog was run over by a truck.
Option 1: A truck had run over the dog.
Option 2: A truck runs over the dog.
Option 3: A truck has run over the dog.
Option 4: A truck ran over the dog.
Question : The pie chart given below shows the runs scored by 5 batsmen in a cricket match. The total runs scored by these batsmen are 400. Runs scored by a batsman are shown as a percentage of runs scored by all these five batsmen:
What is the ratio of runs scored by D to the runs scored by H?
Option 1: 4 : 1
Option 2: 1 : 5
Option 3: 3 : 1
Option 4: 1 : 3
Question : The pie chart given below shows the runs scored by 5 batsmen in a cricket match. The total runs scored by these batsmen are 300. Runs scored by a batsman are shown as a percentage of runs scored by all these five batsmen. What are the average runs scored in F, I, and J?
Option 1: 48
Option 2: 36
Option 3: 42
Option 4: 58
Question : Two trains 320 m and 205 m in length are running towards each other on parallel lines. One train runs at the rate of 70 kmph and the other train runs at the rate of 56 kmph. Find the time they will take to cross each other (in seconds).
Option 1: 10
Option 2: 20
Option 3: 12
Option 4: 15
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