Question

Graph the function by making a table of coordinates.

Answer 1

\[f(x) =(\frac{ 3 }{ 4 }) x\]

Answer 2

The shapes of the graphs looks like those of an exponential function. But your function looks linear.

Answer 3

Exactly

Answer 4

thats the way i was asked

Answer 5

Maybe you wrote the function wrong?

Answer 6

f(x)=(3/4)x

Answer 7

The "x" isn't an exponent?

Answer 8

i dont know

Answer 9

Wow. Just wow.

Answer 10

Twisted math.

Answer 11

Ikr?

Answer 12

If the x was an exponent then the answer would be A...

Answer 13

what do u mean by an exponent

Answer 14

You don't know what an exponent is?

Answer 15

Look:

\[5^{2}\]

The "2" is an exponent

Answer 16

Is the "x" like that?

Answer 17

ohhh

Answer 18

can it be called exponent if it is like thatv\[5_{x}\]

Answer 19

because when i took a closer look at the question it look like the x is smaller that the x that is beside f

Answer 20

Does your function look like this?
\[f(x) = \left(\begin{matrix}3 \\ 4\end{matrix}\right)^{x}\]

Answer 21

Yes it can.

Answer 22

if i take a closer look it looks like this \[f (x) =(\frac{ 3 }{ 4 })_{x}\]

Answer 23

because the last x is smaller in size

Answer 24

Well it's the same thing

Answer 25

So A is your answer :)

Answer 26

Just remember if graphs have curves that means there is an exponent involved and if you don't see an exponent re-check your function :)

Answer 27

ohh my fault sorry.... i thought there is no difference between a normal x

Answer 28

Okay, it's fine.

Answer 29

i will tag u if i have question ok....

Answer 30

Oki-Dok