Question

graph the line through (5.-3) with m=2

Answer 1

First locate the point (5,-3) on the graph paper.
slope m = 2
slope = rise / run.
so slope = 2 means for every 1 step you take in the x-direction, the y will rise by +2.
If you take 4 steps in the x-direction then y must increase by +8.
So from the point (5,-3) take a few steps along the x axis and take twice as many steps up along the y-axis to get another point.
Draw a traight line passing through those two points.

Answer 2

the y intercept form is -13

Answer 3

y=mx+b

Answer 4

line equations have a point-slope form\[y-y_0=m(x-x_0)\]

Answer 5

That might come in handy

Answer 6

so y=2x-13 how to graph this??

Answer 7

slope is rise/run, so with m=2 you go up 2 units for every 1 horizontal unit

Answer 8

-13 is your y-intercept

Answer 9

yes

Answer 10

solution y=mx+b
-3=2(5)+b
-3=10+b
b=-3-10
b=-13
y=2x-13

Answer 11

my solution is correct or wrong??

Answer 12

i started on the y-intercept, and just drew a line with slope 2\[\frac{rise}{run}=\frac{2}{1}\]

Answer 13

oh i'll check it gimme a sec

Answer 14

yeah it's correct

Answer 15

Your straight line equation is correct. But here they want you to graph it.

Answer 16

yes