Question 114567
{{{2x >= y}}}

Or
{{{y<=2x}}}

	
Think about how you've done inequalities on the number line. For instance, they'd ask you to graph something like x > 2 or y<2

greater than" meant "everything off to the right" on the number line
	
less than" meant "everything off to the left" the number line


now do your inequality:

{{{y<=2x}}}

the first step is to find the "{{{equals}}}" part, or {{{y=2x}}}
then graph it


*[invoke graphing_linear_equations "slope-intercept", 1, 2, 3, 2, 0]


You have already graphed the "{{{or }}}{{{equal}}}{{{ to}}}" part (it is just the line);
 
now you are ready to do the "{{{y_ less_ than}}}" part; it means, this is where you need to {{{shade}}}{{{ one}}}{{{ side}}} of the line {{{or}}}{{{ the }}}{{{other}}}. 

All you need to be sure is do you need {{{y }}}LESS THAN the line, do you need ABOVE the line, or BELOW the line? 

Naturally, you want below the line. So shade it in: the LINE and BELOW the line.

the side you shaded is the "solution region"