[" If A be the arithmetic mean between two numbers and S be the sum of n arithmetic means between the same numbers,"],[" then "]

Sum of 'n' arithmetic means between a and b is

If p is the first of the n arithmetic means between two numbers and q be the first on n harmonic means between the same numbers. Then,show that q does not lie between p and ((n+1)/(n-1))^(2)p

If p is the first of the n arithmetic means between two numbers and q be the first on n harmonic means between the same numbers. Then, show that q does not lie between p and ((n+1)/(n-1))^2 p.

If p is the first of the n arithmetic means between two numbers and q be the first on n harmonic means between the same numbers. Then, show that q does not lie between p and ((n+1)/(n-1))^2 p.

If p is the first of the n arithmetic means between two numbers and q be the first on n harmonic means between the same numbers. Then, show that q does not lie between p and ((n+1)/(n-1))^2 p.

If p be the first of n arithmetic means between two numbers and q be the first of n harmonic means between the same two numbers , then prove that the value of q can not lie between p and ((n+1)/(n-1))^2p .

Sum of 4 Arithmetic means between 3 and 23 is

The sum of 100 arithmetic means between 1 and 2 will be

The sum of 100 arithmetic means between 1 and 2 will be

The sum of 100 arithmetic means between 1 and 2 will be