Let x be the AM and y, z be two GMs between two positive numbers. Then y^3+z^3/x y z is equal to ...

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Let x be the A.M. and y, z be two G.M.s between two positive numbers. Then, (y^3 + z^3)/(xyz) is equ Let x be the A.M. and y, z be two G.M.s between two positive numbers. Then, (y^3 + z^3)/(xyz) is equ
If x be the arithmetic mean and y, z be two geometric means between any two positive..| Doubtify JEE If x be the arithmetic mean and y, z be two geometric means between any two positive..| Doubtify JEE
"Let `x` be the arithmetic mean and `y ,z` be the two geometric means between any two positive "Let `x` be the arithmetic mean and `y ,z` be the two geometric means between any two positive
Let x is the AM and y & z are the GM between two numbers, Prove: (𝒚^𝟑+𝒛^𝟑)/𝒙𝒚𝒛=𝟐 I Class11 Let x is the AM and y & z are the GM between two numbers, Prove: (𝒚^𝟑+𝒛^𝟑)/𝒙𝒚𝒛=𝟐 I Class11
Let `x` be the arithmetic mean and `y ,z` be tow geometric means between any two positive number... Let `x` be the arithmetic mean and `y ,z` be tow geometric means between any two positive number...
Let x be the arithmetic mean and y,z be the two geometric means between any two positive numbers... Let x be the arithmetic mean and y,z be the two geometric means between any two positive numbers...
If x be the arithmetic mean and y, z be two geometric means between any two positive..| Doubtify JEE If x be the arithmetic mean and y, z be two geometric means between any two positive..| Doubtify JEE
Given x+y+z=3, Prove sqrt(x) + sqrt(y) + sqrt(z) greater than xy + yz + zx, RMO 2002 Problem 16. Given x+y+z=3, Prove sqrt(x) + sqrt(y) + sqrt(z) greater than xy + yz + zx, RMO 2002 Problem 16.