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A batsman played three matches in a tournament .The respective ratio between the scores of 1st and 2nd matches was 5 :4 and that between the scores of 2nd and 3rd matches was 2 :1 .The difference between the 1st and 3rd matches was 48 runs . What was the batsman’s average score in all the three matches ?
42(1/2)
58(2/3)
49(4/7)
52(1/3)
Solution: Match 1 : Match 2 = 5 :4 Match 2 : Match 3 = 2 : 1 = 4 :2 Therefore , Match 1 :Match 2 :Match 3 = 5 :4 : 2 Now , 5x – 2x = 48 => x= 16 Total runs scored in three matches = 5x + 4x +2x =11x = 11 * 16 = 176 Required average = (176/3) =58(2/3)
By: Pranav Gupta ProfileResourcesReport error
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