. Find a polynomial function to model the data. https://gls.agilix.com/Resz/~Ey6YBAAAAAQrGKyXKpe7VB.R3U40xk3CvxC3GQbf0qpsD/19809086,C25/Assets/assessmentimages/alg2%20pt%201%20u4l1%204.jpg f(x) = 4.17x4 – 1.21x3 + 2.53x2 + 26.79x – 148.35 f(x) = –4.17x4 + 1.21x3 – 2.53x2 – 26.79x + 148.35 f(x) = –4.17x5 + 1.21x3 – 2.53x2 – 26.79x + 148.35 f(x) = –4.17x3 + 1.21x2 – 2.53x + 148.35 @amistre64
hmm,well, when x=0 it would appear we want to have a value of 130 ... none of these give us that result. so i have to wonder what they are trying to accomplish
thats what i am confused on
umm...
is this algebra or stats?
algebra 2
there is a way to determine which function fits the best .... but none of them will provide an exact result
ok well i guess can you show me that way
minimize the errors .... given f(x) and some model g(x). the sum of (g-f) gives us a way to determine what has a bigger or smaller error rate, or something along those lines
its not a simple process that i can tell. has your material covered that approach?
no
my guess would be b without even doing calculations
a general plotting of the points ... that could work i spose
so would you guess b
so that would be a cubic model which means d
the general shape would give us a negative even function ... but of degree 6 or more
i dont think there is a good option without doing an error calculation
i just guessed and I got it right
the best kind of trial and error :)
subtract X from 4
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