Convert the following equation to standard form: y=2x-3y=2x-3

Convert the equation in standard form to slope-intercept form: 8x-4y=12

Answer

8x-4y=12; subtract 8x from both sides

-8x+8x-4y=12-8x; the 8x on the left side "zeroes out"

-4y=-8x+12; move the inverse of - 4 to both sides leaving y alone on the left.

(-1/4) - 4y = (-8x/-4) + (12/-4) - -> same as (-1/4) (-4Y) = (-8X+12) / -4: simplify

y=2x-3

Standard y=1

Slope Intercept y=2x-3

Step-by-step explanation:

-3y = - 3

divide both sides by - 3

y=1

8x-4y=12

move variable to the right - 4y=12-8x

divide both sides by 4 y = - 3+2x