SEQUENCE AND SERIES#!#A.M, G.M, H.M#!#A.G.P

To prove that A.M>=G.M>=H.M

If A,G,H are A.M., G.M., H.M. respectively, if G=6 and H=4 then value of A is

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

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

H.P and relation || Question on A.M,G.M & H.M.

A.M,G.M,H.M, आस्मिकएं|उदारहण|OMR

If A,G & 4 are A.M, G.M & H.M of two numbers respectively and 2A + G^2 = 27 , then the numbers are -

Which one of the following is true about A.M. , G.M. and H.M. :

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