Question

Rewrite the inequality into slope Intercept form.

6x-2y>-2
PLEASE PLEASE PLEASE HELP!!!

Answer 1

I think it's y < 3x +1

Explanation:

subtract 6x to the right side. that's -2y > -6x - 2. then divide -2 out of y, now you have to flip the sign. Now you have y < 3x + 1

Answer 2

The inequality into slope Intercept form is:

• 
  `y<3x+1`

Explanation:

We know that the slope-intercept form of a linear function is

`y = mx+b`

where

• m is the slope

• b is the y-intercept

Given the inequality

`6x-2y>\:-2`

subtract 6x from both sides

`6x-2y-6x>-2-6x`

Simplify

`-2y>-2-6x`

Multiply both sides by -1 (reverses the inequality)

`\left(-2y\right)\left(-1\right)<-2\left(-1\right)-6x\left(-1\right)`

Simplify

`2y<2+6x`

Divide both sides by 2

`(2y)/(2)<(2)/(2)+(6x)/(2)`

`y<3x+1`

Therefore, the inequality into slope Intercept form is:

• 
  `y<3x+1`