Question

Were finding the slope intercept form of the equation.. i need help on,
-13/6=-1/6y + 1x

if anyone understand how to do this please help meee;p thanks! :)

Answer 1

We have
\[\frac{-13}{6}=-\frac{1}{6}y+x\]
A slope intercept form of equation is of the form
\[y=mx+c\]
m=slope of the line
c=y-intercept of the line
Here first step will be to multiply both sides by 6. @power98 Will you do that and post what do you get?

Answer 2

1/6y=x+13/6 ? thats right isnt it?

Answer 3

What ash2326 is saying is this

-13/6=-1/6y + 1x

6(-13/6) = 6(-1/6y + 1x)

6(-13/6) = 6(-1/6y) + 6(1x)

-13 = -y + 6x