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Percentage distribution of total balls faced Note: (I) Strike rate of P is 25. (II) Balls faced by Q is 180 and his strike rate is 33 1/3. (III) Had P faced the same number of balls Q faced, but scored same number of runs as he scored initially, then his strike rate would have been double that of Q. (IV) Balls faced by R is half of the balls faced by P. (V) Strike rate = Total runs scored / Total balls faced × 100. (VI) Central angle of runs scored by R is 198°. Find the difference between the central angle of runs scored by P and the central angle of balls faced by Q.
- 36°
- 48°
- 18°
- 54°
Correct answer: 36°
Solution
From Q’s balls and strike rate, his runs can be fixed, and the extra condition about P lets us determine P’s runs and balls. Using the given relation for R’s runs angle, the central angle for P’s runs comes out such that the required difference with Q’s balls angle is 36°.
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