The relation between A.M.(arithmetic mean), G.M.(geometric mean) and H.M. (harmonic mean ) of any two distinct positive numbers is
A.M > G.M > H.M
A.M > G.M < H.M
A.M> H.M> G.M
A.M > H.M < G.M
For any two distinct positive numbers A.M > G.M > H.M
If the arithmetic mean and harmonic mean of two distinct positive numbers is 16 and 4 respectively, then the geometric mean of the two numbers is
if the arithmetic, geometric and harmonic means between two distinct positive real numbers be A, G and H respectively, then the relation between them is
If the sum of two distinct positive numbers is 8 and the difference between the arithmetic mean and harmonic mean of the given two numbers is 1, then the value of the largest number is