A batsman makes a score of 111 runs in the 10th match and thus increases his average runs per match by 5. what will be his average after the 10th match?
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As per the question he has played 9 matches so far,
So let the average of that batsman for 9 matches be x
Now,
Average= (Total runs scored)/(Total number of matches)
So,
Total number of runs scored in 9 matches = 9x
Now, he scores 111 in the 10th match
So,
Total runs scored = 111+9x
After the 10th match his average increases by 5
So,
Average = x+5
Now equating the terms,
(111+9x)/10 = x + 5
111+9x = 10x + 50
x=61
So,
Average for 9 matches was 61 after 10th match average
= 61+5=66
So, 66 will be his average
So let the average of that batsman for 9 matches be x
Now,
Average= (Total runs scored)/(Total number of matches)
So,
Total number of runs scored in 9 matches = 9x
Now, he scores 111 in the 10th match
So,
Total runs scored = 111+9x
After the 10th match his average increases by 5
So,
Average = x+5
Now equating the terms,
(111+9x)/10 = x + 5
111+9x = 10x + 50
x=61
So,
Average for 9 matches was 61 after 10th match average
= 61+5=66
So, 66 will be his average
Answered by
1
Answer:
Step-by-step explanation:
Avg runs scored in this tournament so far:182
Runs scored in the last H2H match:162
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