Question 160761
The first thng to do is put the equation into slope/intercept form.
That form is given by {{{y = mx + b}}} where m is the slope and b is the intercept.

So, given {{{3x-y>-4}}}
{{{-y > -3x - 4}}}
{{{ y < 3x + 4}}}  remember to change the sign of the inequality when multipling or dividing by a negative number.

So the slope is 3 and the intercept is at the point (0,4)

To plot the inequality, draw the line. Use a dashed line since the inequality doesn't included an "equal to" part.  Now shade in the area "less than" (below) the dashed line.

2) in this equation, you are given a linear equation with no y term in it. This line is a vertical line that goes through the point (2,0). The slope of a vertical line is 'undefined'. Again, the inequality is 'strict' (ther eis no equal to part. So use a dahed vertical line that goes through the point (2,0). Then shade in the area that is less than (to the left of) the line.

I hope this helps