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Find the coefficients of a cubic function (linear algebra)
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basically i can only figure out how to make 2 equations but have 4 unknowns
not sure what they mean by horizontal tangent lines at those points.
take the derivative, set it equal to zero and solve those give you the horizontal tangent lines
clear or no?
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not clear. what do I take the derivative of?
\[ax^3+bx^2+cx+d\]
3ax^2+2bx+c=0
it has to be zero if \(x=-2\) and also 0 if \(x=4\)
WRONG i meant 0 if \(x=-2\) and 0 if \(x=2\) sorry
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what about C
what about it?
put in \(x=2\) you get \[12a+4b+c=0\] as one equation
then put in \(-2\) for \(x\) and get another one
clear or no?
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gonna try something real quick with that equation
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