The function h is defined by h (x) = 4+3x over 5+x

Find h (4z)

h (4z) = 4+12z / 5+4z

Step-by-step explanation:

The function h is defined by h (x) = 4+3x over 5+x

This can be written as

h (x) = 4+3x / 5+x

The value of the function at any time depends on the value of x. x is the independent variable. The variable, x can take any value at any time.

To find h (4z), it means that x is taking the value of 4z.

We will substitute 4z in the place of x in the function. This becomes

h (4z) = 4+3*4z / 5+4z

h (4z) = 4+12z / 5+4z