f(x)= -1/4x^6 +4x^4 -x^3 +7
With a negative leading coefficient?
so what would the end behavior be?
wait wouldnt it be reflected over the x since theres a negative?
That is what the end behavior would be called for the given function (Answer is: "with a negative leading coefficient"). Can also read more here on this topic:
Basically you're checking if the right hand side of the graph signals a positive or negative function.
To your second question you can still write it as (-1/4) x^6 due to the order of division and multiplication
i thought the end behavior had to have infinity in it
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