Standard form for y-5=6 (x+1)

Y - 5x 6 = - 1 y - 5x 6 = - 1 AA must be positive, so multiply both sides of the equation by - 1 - 1. - 1⋅ (y - 5x 6) = - 1⋅-1 - 1⋅ (y - 5x 6) = - 1⋅-1 Simplify the left side of the equation. Tap for more steps ... Multiply - 1 - 1 by y - 5x 6 y - 5x 6 to get - 1 (y - 5x 6) - 1 (y - 5x 6). - 1 (y - 5x 6) = - 1⋅-1 - 1 (y - 5x 6) = - 1⋅-1 Apply the distributive property. - 1y-1 ( - 5x 6) = - 1⋅-1 - 1y-1 ( - 5x 6) = - 1⋅-1 Rewrite - 1y - 1y as - y - y. - y-1 ( - 5x 6) = - 1⋅-1 - y-1 ( - 5x 6) = - 1⋅-1 Simplify - 1 ( - 5x 6) - 1 ( - 5x 6). Tap for more steps ... Multiply - 1 - 1 by - 1 - 1 to get 11. - y+1 (5x 6) = - 1⋅-1 - y+1 (5x 6) = - 1⋅-1 Multiply 5x 6 5x 6 by 11 to get 5x 6 5x 6. - y + 5x 6 = - 1⋅-1 - y + 5x 6 = - 1⋅-1 - y + 5x 6 = - 1⋅-1 - y + 5x 6 = - 1⋅-1 Reorder - y - y and 5x 6 5x 6. 5x 6 - y=-1⋅-1 5x 6 - y=-1⋅-1 5x 6 - y=-1⋅-1 5x 6 - y=-1⋅-1 Multiply - 1 - 1 by - 1 - 1 to get 11. 5x 6 - y=1 5x 6 - y = 1

Y-5=6 (x+1)

y-5=6x+6

+5 + 5

y=6x+11

-6x - 6x

-6x+y=11