find the slope of the line graphed (-5,7) (4,7)
Do you know the slope formula?
To find a slope you need the slope formula. The slope formula is also called the change in the rise divided by the change in the run, respectively.
i have two choices (a) m= blank or (b) the slope is undefined
you should solve to find out ;)
how do you solve the problem with no formula
Your slope is going to be. 9 Because you do y2-y1 ------ x2-x1 so 7-7 = 0 4-(-5)=9
There's a formula to find the slope if you have two points. As Coda said, you need to divide the change in the rise by the change in the run...or rather, the difference of the y-values divided by the difference of the x-values.
The formula is taken from the rise divided by the run, or y2-y1 / x2-x1.
Okay the formula for finding slope is \[m=(x _{2}-x _{1})/(y _{2}-y _{1})\]
put the values of x and y and you will get the slope
it is coming undefined as denominator( y2-y1) is coming 0
@MissSosa: Two things. Your answer is wrong, AND you shouldn't be giving an answer at all. Let the person who asked the question solve the problem.
@ProgramGuru: Same thing. Your answer is wrong, and you shouldn't be just giving the answer.
okay @shandelman my mistake. Very sorry!!!
ok is it like this m=(-7-7) (-5-4)
the formula should be \[m=(y _{2}-y _{1})/(x _{2}-x _{1})\]
@shandelman sorry, you make the rules? No, oh okay. BYE. AND UHM I can give answers, is if I like, not a big deal so chill out. K ?
Close. I don't think there's a -7 in either of the points.
-7 is not considered a point. Remember your taking the change in rise over the change in the run going from the second point to the first. So you just have your y2 wrong.
it should be \[m=(7-7)/(4-(-5))=0\]
ok so is that right because i got something different so i guess im still doing it wrong
Remember in the last equation you posted, you had -7-7 for the top, or y2-y1. Your y2 was wrong.
wait if the slope is 0 is it undefined
If you have something divided by 0, then it is undefined. When you have 0 divided by anything, it is just 0. So in this case you would have y=0, or just a straight line across a graph.
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