Given below are the runs scored by eleven cricket players named $P1, P2, P3, P4$, ... $P11$ in their respective careers which lasted for 7 years.
Common Information Question: 3/4
How many of the given players had a contribution of less than $10\%$ in the total runs scored by all these given players in their $7$ year career?
Solution:Option(A) is correct
Total runs scored,
$=2600+1070+5350+7215$ $+2400+1440+2110+1840$ $+1900+3880+3315$
Now, $10\%$ of the total runs $=3312$
Except $P3, P7, P10$ and $P11$ all the players satisfy the condition given in the question.
Thus, $11-4=7$ players of the given players had a contribution of less than $10\%$ in the total runs scored by all these given players in their $7$ year career.
Common Information Question: 4/4
Approximately by what percentage is the runs scored by the player $P5$ greater than that scored by the player $P2$ in their $7$ year career?
Solution:Option(D) is correct
Runs scored by $P5 = 1440$
Runs scored by $P2 = 1070$
Difference $= 1140 – 1070$
$= 370$ runs.
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