A set of 69 consecutive positive integers starting with one is written on blackboard and one number is erased and thus the A.M of the remaining numbers is found to be `35(7/17)` The erased number is

A set of consecutive positive integers beginning with 1 is written on the blackboard. A student came along and erased one number. The average of the remaining numbers is 35(7)/(17) . What was the number erased?

The AM of 10 consecutive numbers starting with n + 1 is .......

The product of four consecutive positive integers is 840. Find the numbers.

The A.M. of two numbers is 10, if one number is 7 then the other number will be

The G.M. of two positive numbers is 35 and the A.M. of the same number is 43 3/4 , then the greater of these numbes is:

The mean of a set of seven numbers is 81. If one of the number is discarded, then the mean of the remaining numbers is 78. The value of discarded number is

The A.M of two numbers is 10,if one number is 7,then the other number will be __

The A.M of two numbers is 17 and their G.M. is 8. Find the numbers.

The A.M of two numbers is 17 and their G.M. is 8. Find the numbers.