Question

given the line, 2x-3y=2

rewrite the equation in 2-point form

Answer 1

subtract 2x from both sides, in order to keep y on a side by itself;

2x-3y-2x=-2x+2

Simplify to get

-3y=-2x+2

Now divide both sides by -3 in order to solve for y

(-3y)/-3=(-2x+2)/-3

Simplify once again to get

y=(2/3)x-2/3

Now that your function is in the slope intercept form, you can see that m=2/3, and b = -2/3. Therefore;

Slope = 2/3
Y-Intercept = (0,-2/3)

Answer 2

Is it okay @alyannahere

Answer 3

hi @Rohangrr but how do i do it in 2-point form ? i get 2 other points right? will i just substitute the values ?

Answer 4

@alyannahere is this the two point form ?

lone passing through two points (x1, y1) and (x2, y2)
\(y-y1 = \frac{y2-y1}{x2-x1}(x-x1)\)

Answer 5

*line