Average of 9 no.is 14 .if one no.12 is excluded, find the new no.
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Your question needs a correction,
Correct question : Average of 9 no.is 14 .if one no.12 is excluded, find the new average.
Solution : -
[tex]\bold{\boxed{Average=\dfrac{Sum\:of\:observations}{Number\:of\:observations}}} [/tex]
Given,
Average of 9 numbers = 14
Total number = 9
On the basis of the formula given above : -
= > 14 = ( sum of 9 number ) / 9
= > 14 x 9 = sum of 9 numbers
= > 126 = sum of 9 numbers
Now, one number 12 is excluded,
= > sum of 8 numbers = sum of 9 numbers - 12
= > sum of 8 numbers = 126 - 12
= > sum of 8 number = 114
Total numbers = 8
Therefore,
New average = 114 / 8
New average = 14.25
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