The table shows the values of y for each value of x. x y 2 1 3 1 4 -3 3 -3 part a: does the table represent a relation that is a function? justify your answer by using the values shown in the table. (4 points) part b: the function f(h) shown below represents kylie's total earning from working in a cafe for h hours of work. f(h) = 15h + 5 calculate and interpret the meaning of f(8)? part c: write an ordered pair to represent the input and output of the function in part b when kylie works for r hours.

Part A:

The given values in form of ordered pairs are:
(2,1), (3,1), (4,-3), (3,-3)

A relation can be a function if one value of x is paired with exactly one value of y. In this case, x value of 3 is paired with two y values 1 and -3. So this relation is not a function.

Part B:

f(h) = 15h + 5
f(8) can be found by substituting h=8 in above equation. 
So,
f(8) = 15(8) + 5 = 125
h represents the number of hours and f(h) represents the earnings of Kylie. So f(8) shows that Kylie earned $125 from 8 hours of work in the cafe

Part C:

For r hours of work, we can write:
f(r) = 15r + 5
So, the ordered pair can represent this relation as:
(r, f(r))
or
(r, 15r+5)

B. because the 7 represents "seven times", x represents "a number", 12 represents "plus twelve", and -4 represents "minus four"

(6,0) i hope it makes enough sense