Arrange the list of names in order based on the values they represent from greatest (top) to least (bottom). Select each term, and drag up or down to change the position in the list. Using the function f (x ) = 100 – 4x, Ms. Chavez asks four students to find the value of the function for different values of x. The table shows the students’ responses, which are all correct. Arrange the values of the students' responses in order from greatest (top) to least (bottom).  Brendan  Justin  Karen  Mia

Domain:

Range: .

Step-by-step explanation:

We have been given formula of trigonometric function .

We know that equation of a cosine function is  , where,

,

Upon looking at our given function we can see that amplitude of our given function is 6.

Therefore, the period of our given function is .

Since the basic cosine function is defined for all x values and it has no domain constraints, therefore, the domain of our given function will be .

We know that the range of basic cosine function is to 1 or .

Upon multiplying the edges of range by we will get,

Therefore, the range of our given function is .