Find the slope..
Put down a basketball and see which way it rolls!
huh??
Oh, you have points! I got in there a little too soon. What is slope? Have you seen these? \(Slope=\dfrac{Rise}{Run} = \dfrac{Change\;in\;y}{Change\;in\;x} = \dfrac{\Delta y}{\Delta x} = \dfrac{y_{2} - y_{1}}{x_{2}-x_{1}}\) One of those almost has to be familiar. ALL definitions of slope.
yup its familiar..
Okay, what's preventing you from doing it? You have two points (well, two pair). What is the slope represented by each pair?
I did it but my answer came out wrong..so i messed up somewhere..
Okay, please demonstrate. (-3,2) and (2,2)
So i would subtract all of the x/y and i got 5 and 0 so i put 0/5 but i was 0 so i dont understand why i woulndt use the 5 also.
\(\dfrac{2-2}{2-(-3)} = \dfrac{0}{5} = 0\) It's just zero. It is unlikely that an automated answer checking system would appreciate the division symbol or anythign in the denominator. 0/5 is the same as just 0, but I doubt it has been programmed to be accepted. For one thing, it's confusing. 0/5, 0/6, 0/(-3), 0/103 -- They are all zero. It is not helpful to have a 5, even if that where it came from in this case. Additionally, it demonstrates additional understanding if you can just let the 5 go. It doesn't much matter what's in the denominator if 0 is the numerator. (With one exception.)
Ok i think i get that..Thanks.
Good work. Keep demonstrating that additional understanding!
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