adderquakes1
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Please helpppppp


Function G is a linear function and is represented by the table shown below.
Function G:

x y

2 10

4 18


Function H is a linear function and is represented by the equation shown below.
Function H: y = 2x + 4

Which statement about the functions is true?

A Function G has a rate of change of 1/4, and function H has a rate of change of 2


B Function G has a rate of change of 4, and function H has a rate of change of 2


C Function G has a rate of change of 4, and function H has a rate of change of 4


D Function G has a rate of change of 8, and function H has a rate of change of 2

Respuesta :

Padoru

Let's first take a look at function G. From the first to second row, the x-value increases by 2, and the y-value increases by 8.

Thus, function G has a rate of change of [tex]8/2[/tex], or 4.

In function H, there is a "2" before the "x", which means function H has a rate of change of 2.

Thus, the statement that is true is:

  • Function G has a rate of change of 4, and function H has a rate of change of 2

Let me know if you need any clarifications, thanks!

~ Padoru

sweetyhere

Answer:

option c is the right answer but little modification in H as it changes by 2 and not by 4

Step-by-step explanation:

y=2x+4

2x represents function H changes as of 2

function G has increase in 4 for every value of x

so it satisfies

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