Question 760908
I need help with Graphing lines, I have 2x-4y=12
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The first step is to rewrite equation in terms of y and in standard form for a straight line.
2x-4y=12
4y=2x-12
y=x/2-3
This is an equation of a straight line whose standard form is: y=mx+b. m=slope, b=y-intercept
From here, you can plug in several different values of x to get points for the graph.
A better and more efficient way is find the y-intercept which=3 in this case, and use the slope=1/2 in this case to get a 2nd point. From the y-intercept, move 2 units to the right and one unit up to get the 2nd point. Run the line thru these two points for the graph. Plug in an x-value as a check to see if it falls on the line as it should.
note: slope=rise/run=∆y/∆x

see graph below as a visual check:
{{{ graph( 300, 300, -10, 10, -10, 10, x/2-3) }}}