SOLUTION: For positive real numbers x, y, and z such that 3x = y(sqrt2)/3 = z(sqrt2)/3.1, which of the following is true? F) x < y < z G) x < z < y H) y < x < z J) y < z < x K) z <

Algebra ->  Number-Line -> SOLUTION: For positive real numbers x, y, and z such that 3x = y(sqrt2)/3 = z(sqrt2)/3.1, which of the following is true? F) x < y < z G) x < z < y H) y < x < z J) y < z < x K) z <       Log On


   

Question 1084382: For positive real numbers x, y, and z such that 3x = y(sqrt2)/3 = z(sqrt2)/3.1, which of the following is true?
F) x < y < z G) x < z < y H) y < x < z J) y < z < x K) z < y < x
Answer by CubeyThePenguin(3113) About Me  (Show Source):
You can put this solution on YOUR website!
Let x = 1, so y = 3sqrt(2)/2 and z = 3.1sqrt(2).

x < y < z.