Question

What is the slope of the line that contains the points (-3, -2) and (4, -2)?

Answer 1

\[m = \frac{ y_{2}-y _{1} }{ x _{2}-x _{1} }\] m is slope

Answer 2

\[(-3, -2)\implies (x_1,y_1)\]
\[(4, -2) \implies (x_2,y_2)\]

Answer 3

- 4
undefined

- 4/7

0

Answer 4

K I gave you all the information you need now do it yourself.

Answer 5

well duh im trying to learn it...........so its -4/7

Answer 6

Show me how you got that

Answer 7

Seems like you just took a guess

Answer 8

taking a guess is not my style hero........ -2-2/4+3.......just trying man so -4/7

Answer 9

Naw, wrong again, I'll set it up for ya

\[m=\frac{ -2-(-2) }{ 4-(-3) } =?\]

Answer 10

You see now?

Answer 11

4/7 but thats not one of the answers

Answer 12

please explain

Answer 13

its zero

Answer 14

How are you getting 4/7 I just set it up for you, ok lets look the numerator, -2-(-2), drop the brackets negative * negative = positive -2+2 = 0 :P

Answer 15

Yeah

Answer 16

Good job

Answer 17

wait so is it just 0 or 0/7

Answer 18

0/7 = 0, 0 divided by anything always equals 0, and when 0 is in the denominator you get undefined.

Answer 19

so is the answer 0 or undefined


they are both listed

Answer 20

lol it's 0

Answer 21

\[\frac{ 0 }{ x } = 0~~~~ \frac{ x }{ 0 } = undefined \]

Answer 22

ok sorry I'm just am stupid at math .........i have pretty much strait A's and then there is math

Answer 23

What is the slope of the line that contains the points (2, 6) and (-1, -6)?
so 4