Which lines has a slope of -1/2? A.)x + 2y = 0 B.)x - 2y = 0 C.)-x + 2y = 0
B
if given a straight line ax+by=c then the slope always : m = -a/b
B is incorrect
yea i found my error
Another form that is useful is slope-intercept form: \[y=mx+b\] where \(m\) is slope and \(b\) is y-intercept value. I find this easier to remember, but your mileage may vary.
nothing worse than getting the problem wrong because you remembered the formula with an incorrect sign, or some terms reversed, or some other dumbass mistake like that :-)
I still don't get it
[Find the slope of the line whose equation is 5y = x - 3.
Well it's clearly A.
Okay, we'll go through a few of them. \[-x+2y=0\]\[2y=x\]\[y=x/2=\frac{1}{2}x\]slope is 1/2 \[x+2y = 0\]\[2y=0-x\]\(y=-x/2 =-\frac{1}{2}x\) That means the slope is -1/2
I understand the answer but I just dont get the y=mx+b i never did
You don't get why it works, or how I got the equation into that form, or what?
I dont get how to use it and why.
AAAAAAAAAAAAAAAAAAAA I have done this recently
You all are over complicating it
by showing you how to work the problem, we are over-complicating it? okay, whatever...be sure to let us know what the easy way is :-)
Yea but your not even figuring it out or it would have already been solved.
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