Question : In a match, the average of runs scored by 7 players is 63. If the runs scored by 6 players are 130, 42, 24, 53, 45, and 54, then how many runs did the 7th player score?
Option 1: 93
Option 2: 90
Option 3: 85
Option 4: 87
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Correct Answer: 93
Solution : Given: The average runs scored by 7 players = 63 ⇒ $\frac{\text{Total runs scored by 7 players}}{7}=63$ The runs scored by 6 players are 130, 42, 24, 53, 45, and 54. ⇒ $\frac{130+42+ 24+ 53+ 45+ 54+x{_7}}{7}=63$ [where $x{_7}$ are the runs scored by 7th player] ⇒ $63\times7=348+x{_7}$ ⇒ $348+x{_7}=441$ ⇒ $x{_7}=441-348=93$ Hence, the correct answer is 93.
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Question : In a match, the average number of runs scored by 4 batsmen is 48. If the runs scored by three batsmen are 58, 28, and 24, respectively, how many runs did the fourth player score?
Option 1: 68
Option 2: 82
Option 3: 72
Option 4: 94
Question : The average runs of a cricket player in 10 innings were 40. How many runs must she make in her next inning so as to increase her average of runs by 3?
Option 1: 43
Option 2: 53
Option 3: 73
Option 4: 63
Question : Solve: {(42 ÷ 7) × 6 } {45 × 6 + 65} [63 ÷ 7] – 76
Option 1: 108464
Option 2: 10998
Option 3: 10876
Option 4: 10987
Question : Rohit scored an average of 58 runs in his last five innings. The runs scored by Rohit in the last four innings are 42, 56, 72, and 40. How many runs did Rohit score in the first of these five innings?
Option 1: 80
Option 2: 60
Option 3: 90
Option 4: 40
Question : Directions: Which two numbers should be interchanged to make the given equation correct? 15 – 24 + 63 ÷ 7 × 2 = 9
Option 1: 63 and 9
Option 2: 7 and 63
Option 3: 24 and 9
Option 4: 63 and 24
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