Question

Complete the equation of the graphed linear function in point-slope form.

y – 6 = (x – )

http://static.k12.com/calms_media/media/1522000_1522500/1522152/2/ea5680084526ed31fb64b49393e78f6738cc10e9/MS_IMC-140829-100654.jpg

Answer 1

@Mehek14

Answer 2

(-6, 6)
(-10, -2)
\(\dfrac{6 - (-2)}{-6 - (-10)}\)

Answer 3

\(\dfrac{8}{4} = 2\)

Answer 4

\(y = 2x + 6\)

Answer 5

would that be the answer?

Answer 6

the equation

Answer 7

but I don't know how to put it in the form your question is asking

Answer 8

@openstudier101x do u know

Answer 9

yes one sec, I’m typing...

Answer 10

nv i got the answer

Answer 11

First off, the equation for Point Slope form is: \[y-y _{1 }=m(x-x _{1)}\]
m is the slope, and \[x _{1}\] and \[y _{1}\] would be the variables of a point. The y coordinate is given as 6, and the point we need is shown so -6 is the x-coordinate.

Answer 12

then find the slope, like @Mehek14 says

Answer 13

it was 2 and -6

Answer 14

the equation for slope is \[y _{2}-y _{1}/x _{2}-x _{1}\]

Answer 15

Put that into point slope form, and it would be: y-6=2(x-(-6)). It is NOT y=2x+6 because that is actually slope-intercept form not point-slope form.

Answer 16

happy studying! :)