If y is the inverse proportion function of Z, Z is the positive proportion function of X, and X ≠ 0, then what is the functional relationship between Y and X

If y is the inverse proportion function of Z, Z is the positive proportion function of X, and X ≠ 0, then what is the functional relationship between Y and X

y=a/z
z=bx
y=a/bx
It's an inverse scale function

If y is a positive proportional function of Z, Z is an inverse proportional function of X, and X ≠ 0, then what is the functional relationship between Y and X?
They say y = k1z, z = K2 / X
y=k1k2/x
Why is Z = 2K / x?

K2 is the coefficient of the inverse proportion function. The general expression of the inverse proportion function is y = K / x, that is, y is the inverse proportion function of X
Because the title tells you that z is the inverse proportion function of X, so z = K2 / x, OK?

If y is the inverse proportion function of Z, Z is the positive proportion function of X, and X ≠ 0, then what is the functional relationship between Y and X?

y=1/z z=kx
So y = 1 / KX
Y and X are also positive proportional functions