If y = 5x - 3, which of the following sets represents possible inputs and outputs of the function, represented as ordered pairs?

{ (2,5), (-3, - 12). (-4, - 18) }

{ (-1,-8), 0, - 3), (3, 12)

{ (1,4). (7.25), (3, 10)

{ (5,20), (6, 12), (1,9) }

Question

Jax Matthews

Mathematics

5 November, 09:16

If y = 5x - 3, which of the following sets represents possible inputs and outputs of the function, represented as ordered pairs?

{ (2,5), (-3, - 12). (-4, - 18) }

{ (-1,-8), 0, - 3), (3, 12)

{ (1,4). (7.25), (3, 10)

{ (5,20), (6, 12), (1,9) }

+1

Answers (1)

Know the Answer?

Tyrese Valenzuela · Answer 1

Answer: B. {[-1,-8),0,-3), (3,12) if im wrong sowwy

Step-by-step explanation: One simple way to solve this is that 0 = B

The formula you use in order to solve this is y = mx+b

y = 5x-3

As we know the - 3 is b and 0 is always equal to - 3 C is the only choice with 0 and - 3 and in x is o and y is - 3 the input is 0 and the ouput is - 3

x is always and input while as y is always an output.

If y = 5x - 3, which of the following sets represents possible inputs and outputs of the function, represented as ordered pairs?{ (2,5), (-3, - 12). (-4, - 18) }{ (-1,-8), 0, - 3), (3, 12){ (1,4). (7.25), (3, 10){ (5,20), (6, 12), (1,9) }

If y = 5x - 3, which of the following sets represents possible inputs and outputs of the function, represented as ordered pairs?

{ (2,5), (-3, - 12). (-4, - 18) }

{ (-1,-8), 0, - 3), (3, 12)

{ (1,4). (7.25), (3, 10)

{ (5,20), (6, 12), (1,9) }