If A and G be the A .M and G.M between two positive numbers, then the numbers are

If A and G be the AM and GM between two positive no.''s; then the numbers are A+-sqrt(A^(2)-G^(2))

If A and G be A.M.and GM.,respectively between two positive numbers,prove that the numbers are A+-sqrt((A+G)(A-G))

Let A,G and H be the A.M,G.M and H.M two positive numbers a and b. The quadratic equation whose roots are A and H is

If A, G and H are AM, GM and HM of any two given positive numbers, then find the relation between A, G and H.

If A and G are AM and GM respectively between two numbers,prove that numbere is A+-sqrt((A+G)(A-G))

If both the A.M. between m and n and G.M. between two distinct positive numbers a and b are equal to (ma+nb)/(m+n) , then n is equal to