Question

Question.

Answer 1

I think I just need help with this one

Answer 2

ok

Answer 3

which is the answer.

Answer 4

The points are on the same line so what do you think that tells us about the slope?

Answer 5

Remember that slope = rise / run

If you calculate the rise/run from A to C

and from A to B
and from B to C
and from B to D

you'll get the same slope since they're all on the same line

Answer 6

So A and B correct, sorry if I'm not responding quick

Answer 7

Yes.

What about C?

Would the slope of those tiny segments of the line be the same as the slope of the entire line?

Answer 8

I think so?

Answer 9

Yeah

so to make a line, you only need two points
but a line is made up of multiple points, right?

so, the slope of the line is going to be the slope of any two points on that line

Answer 10

So the slopes of a small segment of the line is going to be the slope of the entire line

Answer 11

Now what about the other answer choices?

Remember that slope = Rise / Run

which ones lists the line that rises
over the line that runs

Answer 12

I think abc and thats all

Answer 13

If only it was that easy haha

But there's more

so here's an example

Answer 14

The FB/FD E

Answer 15

So look at your answer choices

which one of them has the rise / run

remember the line segments like AE and FB are going up- those are the rise

and EC and FD are your runs since they're going to the side

Answer 16

\(\color{#0cbb34}{\text{Originally Posted by}}\) @Hoodmemes
The FB/FD E
\(\color{#0cbb34}{\text{End of Quote}}\)

Exactly!

Answer 17

Thank u

Answer 18

You're welcome!