Question

Choose the correct slope of the line that passes through the points (1, −3) and (3, −5).?

Answer 1

\[Slope=\frac{y_2-y_1}{x_2-x_1}\]

Answer 2

\[\frac{-5-(-3)}{3-1}\]\[ \frac{-2}{2}\]\[=-1\]

Answer 3

whats the slope of this gragh

Answer 4

-1

Answer 5

o tht one is..
u find out!

Answer 6

we gave u the formula!

Answer 7

now u plug the numbers in

Answer 8

The points are (-1.5,0) & (0,-3)

Answer 9

pick 2 points and use the formula

Answer 10

ok you pick any two points?

Answer 11

yep

Answer 12

You cant take any two points
You've to choose the points from the graph given
Here as you can see points are (-1.5,0) & (0,-3)

Answer 13

thts what i meant didi!

Answer 14

Yes:)

Answer 15

:D

Answer 16

So now find the Slope using the Formula

Answer 17

Did my didi sweep twight?

Answer 18

\[Slope= \frac{-3-0}{0-(-1.5)}\]\[= \frac{-3}{1.5}=-2\]

Answer 19

lol

Answer 20

so for this graph would the points be (7.5,0) (3,-3)?

Answer 21

nd you do the same formula?

Answer 22

The points are (7.5,0) & (0,-5) (the line is passing through -5 not -3)

Yes,Same formula for everything!

Answer 23

okay i got -5
-----
-7.5 what do i do next?

Answer 24

\[=\frac{50}{75}\]\[= \frac{10}{15}\]\[=\frac{2}{3}\]

Answer 25

Just simplifiaction.

Answer 26

ok i did what you said for this question Choose the correct slope of the line that passes through the points (−6, −6) and (−3, 1).

nd i got -5/-9 what did i do wrong ?