Question

@Jamierox4ev3r

Answer 1

For the graphed function f(x) = (4)x - 1 + 2, calculate the average rate of change from x = 2 to x = 4.

Answer 2

−68
−30
68
30

Answer 3

Like is said I put 68......

Answer 4

\[\frac{ y _{2}-y _{1} }{ x _{2}-x _{1} }\]

Answer 5

@dan815 @Jamierox4ev3r

Answer 6

But where does the 68 and 30 come from?

Answer 7

are you sure the equation is f(x)=4x-1+2?

Answer 8

\[(4)^{x-1}+2\]

Answer 9

oh simply find what is y when x is 2 and 4 then use the slope formula to find the average change

Answer 10

I wrote the slope formula above.

Answer 11

Im so confused :(

Answer 12

Since you are doing it from x=2 to x=4 first plug 2 in the equation. Whatever you get it's your y so you will have 1 point (x1,y1). Then plug 4 to the the other one and you will have (x2,y2). Then you use this 2 points to plug them in on the slope formula from above which asks y2-y1 / x2-x1.

Answer 13

still confuse?

Answer 14

(6,66)
?

Answer 15

wait how did you get 6,66?

Answer 16

as x,y

Answer 17

the first point should start with (2,y) and the second as (4,y)

Answer 18

2,6 and 4,66?

Answer 19

yes!

Answer 20

now plug them on the slope formula

Answer 21

30?

Answer 22

yep

Answer 23

Thank YOU!

Answer 24

no problem

Answer 25

Can you check one more? lol

Answer 26

@Mateaus i think i have an the right answer

Answer 27

sure, trow it out :p

Answer 28

let me know the equation and x's and your answer to see if I get the same.

Answer 29

What is the solution of \[\log_{3x-5} 16\] = 2
I got x=-3

Answer 30

Your answer is almost right but still incorrect

Answer 31

3? lol

Answer 32

yeah haha

Answer 33

(3x-5)^2 = 16

Answer 34

3x-5 = sqrt 16

Answer 35

3x-5 = 4

Answer 36

Okay

Answer 37

3x = 9

Answer 38

x = 3

Answer 39

Thank You

Answer 40

no problem