Slope+Intercept+practice+problems

1. Y= 4x + 3

__Y= 4x + 3__ is in the form of __Y= Mx + B__

Step 1: Plot (0, -3 ) Step 2: Count 4 units up and 1 unit to the right and plot another point. Step 3: Draw a line between the two points. 

===2) 6x + 2y = 10 6x + 2y= 10 is not in slope intercept form. So to solve this problem you have to make sure your equation is in Y= Mx + B before you can solve it.===

So to get this in to slope intercept form you must do the following steps: 1) Subtract 6x from both sides, so now your equation should be 2y= -6x+10 2) Then divide 2 from both sides and your new equation is: Y= -3x +5

When you plot this on your graph you first have to plot positive 5 on the Y axis. Then go down 3 units and over right one unit..