Question

p

Answer 1

Can you determine the slope of each function?

Answer 2

What do you think the answer is? How do you find the slope for each function?

Answer 3

i think it is g(x)

Answer 4

You may be right, but find the slope just to be sure:
\[\LARGE \frac{15-14}{4-1}=?\]

Answer 5

1/3

Answer 6

Correct, so now we know the slope of h(x)
What is the slope of f(x)?

Answer 7

what would i have to do? @Luigi0210

Answer 8

Well since f(x) is already in slope intercept form:
\[\LARGE y=mx+b\]
Just find what m is.

Answer 9

4

Answer 10

@Luigi0210

Answer 11

4?

Answer 12

You sure about that?

Answer 13

do i add 4+-2= im a bit confused @Luigi0210

Answer 14

No, you don't do anything special with this, just find what "m" is:
\[\LARGE y=5x+4\]
\[\LARGE y=mx+b\]

Answer 15

so it equals 5 @Luigi0210

Answer 16

Correct, so far we have:
\[h(x)=m=\frac{1}{3}\]
and \[f(x)=m=5\]
Now we need \[g(x)=m=?\]

Answer 17

12-2? @Luigi0210 i dont know how many cubicles he passed

Answer 18

The points are: (0, 1) and (1, 3)
Do you see how I got these points?

Answer 19

yes @Luigi0210

Answer 20

do they all have the same y intercept? @Luigi0210

Answer 21

Nope, so find the slope of this one:
\[\LARGE m=\frac{3-1}{1-0}=\]

Answer 22

2/1

Answer 23

Correct, so now we have all 3 slopes, now you decide which one is the smallest c:
\[\LARGE f(x)=m=5\]
\[\LARGE g(x)=m=2\]
\[\LARGE h(x)=m=\frac{1}{3}\]

Answer 24

h(x)

Answer 25

Yup :)

Answer 26

thnx :)