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

If A, G & H are respectively te A.M., G.M. & H.M. of three positive numbers a, b, & c then the equation whose roots are a, b & c is given by

If A, G & H are respectively the A.M., G.M. & H.M. of three positive numbers a, b, & c, then equation whose roots are a, b, & c is given by

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.

Let two numbers have A.M.=9 and G.M.=4 Then these numbers are the roots of the quadratic equation

Let A, G, and H are the A.M., G.M. and H.M. respectively of two unequal positive integers. Then, the equation Ax^(2) - Gx - H = 0 has

If A, G, H are respectively the A.M., G.M., H.M. of three numhers alpha, beta, gamma , then the cquation whose roots are alpha, beta, gamma is