Consider the function represented by the table. The ordered pair given in the bottom row can be written using function notation as f (9) = 5. f (5) = 9. f (5, 9) = 14. f (9, 5) = 14.

The ordered pair given in the bottom row can be written f (9) = 5

Step-by-step explanation:

* I have added screenshot of the complete question as well as

the diagram

- Function is a relation between x and y, where x has only one

value of y

- The function notation is f (x) = y, where x is the input and y is

the output

# Ex: If { (2, 3), (10, - 5) } is a function, then it can be written using the

function notation f (2) = 3, f (10) = - 5

- We can write any table of function using the function notation

* Lets solve the problem

From the table of the function

∵ x = 2 and f (x) = 6

By using function notation

∴ f (2) = 6

∵ x = 7 and f (x) = 3

By using function notation

∴ f (7) = 3

∵ x = 9 and f (x) = 5

By using function notation

∴ f (9) = 5

∴ The ordered pair given in the bottom row can be written f (9) = 5