A batsman has a certain average of runs for 11 innings. in the 12th inning he scores 129 runs, thereby increasing his average by 9 runs, what is the average of for the first 11 innings?
Solution:
Assume his initial average = X
His total runs after 12 innings = 12X
After scoring 129 runs his average got increased by 5 to X + 5
So his total runs after 17 innings = 13 x (X+5)
But it was given that the difference in the total scores after 12 innings and 13 innings = 129
Therefore 13×(x+5)−12x=129
13x + 65 – 12X = 129
X = 129 – 65
X = 64 (Answer)
And
His new average = 64 + 5 = 69
On Thu, Feb 9, 2012 at 6:31 PM, fairy <furry7715@gmail.com> wrote:
plzzzzzzzzzzzzz koi is question ka solution send kerdeA batsman has a certain average of runs for 11 innings. in the 12th inning he scores 129 runs,thereby increasing his average by 9 runs,what is the average of for the first 11 innings?--
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