If the `AM` of two positive numbers be three times their geometric mean then the ratio of the numbers is

If the AM of two positive numbers be three xx their geometric mean then the ratio of the numbers is

The sum of two number is 6 times their geometric mean, then the numbers are in the ratio is

If the arithmetic means of two positive number a and b (a gt b ) is twice their geometric mean, then find the ratio a: b

If the arithmetic means of two positive number a and b (a gt b ) is twice their geometric mean, then find the ratio a: b

If the arithmetic means of two positive number a and b (a gt b ) is twice their geometric mean, then find the ratio a: b

If the arithmetic means of two positive number a and b (a gt b ) is twice their geometric mean, then find the ratio a: b

If the arithmetic means of two positive number a and b (a gt b ) is twice their geometric mean, then find the ratio a: b

If the A.M. between two positive numbers exceeds their G.M. by 2 and the ratio of the numbers be 1: 4 find the numbers .