Math Question, please help!!! o_o Picture Attached
A?
Yeah but I need an equation lol thxs tho :)
Idk.
Oh, Np.
have you asked darkknight? he's pretty good
He's looking lol, but he might be busy
oh yh lol there he is
Alright, 3 points, you can get a quadratic function. Any quadratic function goes through 3 points. What I mean is that a quadratic function can be drawn through any 3 points. So your answer is a Quadratic model does exist.
Now to find the equation of the quadratic, you need to solve for a b and c, in the form ax^2+bx+c Here is how we do that So we plug in values of x into x, and the corresponding y values into y.
So... \[a(0)^2+b(0)+c = 2\] \[a(2)^2+b(2)+c = -2\] \[a(-1)^2+b(-1)+c = -5\]
Those above are your three equations, what do we want to do next?
Simplify?
yes, that is what we do next So can you simplify the above equations for me?
Sure 1 sec
C=2 C= -2 - 4a - 2b C= -5 - a + b
alright, so now we can use substitution we can say that 2 = -2-4a-2b so then 4= -4a-2b we can also say 2 = -5 -a+b so then 7 = -a+b We have 2 equations 7=-a+b is the same as 14 = -2a+2b Now we have 14 = -2a+2b and 4 = -4a-2b We can add _______________- 18 = -6a And now a =-3
Super srry i gotta go, but ill login on my phone super srry Thx u smm again
Now we know C= -5 - a + b We know c=2 and a=-3 So then 2 = -5 - (-3) +b
Can you solve for b?
@dontsaymyname
Alright, 2 = -5 - (-3) +b B would just be 4. So a = -3, b = 4 and c=2 plug into ax^2 + bx +c = y
if u are stuck anywhere ask away!
Omg, thank you so much, @darkknight, so very sorry, I had to help cook and then my phone died, but I thank you so very much for helping me out multiple times like frfr, I might need more help later tonight, r u good with consumer math? Again thx u smm
np,
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