Could someone explain to me (in your own words) end behavior of polynomials? Still having a difficult time comprehending them.
Can you describe a little more what you mean by "end behavior"?
x -> infinity y-> infinity
or x-> - infinity y-> -infinity
and so on...
|dw:1323899724502:dw|
Like if you see this how would you determine the end behavior?
OK, well, the highest-power term in the polynomial will dominate what happens as X goes to infinity. for example if the polynomial is -4x^4 + 2x^2 + 9 then you can ignore everything but the x^4 term, since that will be much bigger than all the others as x gets large.
Are you talking about evaluating a polynomial given an equation, or evaluating a graph?
whichever
If its a even degree function with a positive leading coefecient then it will end like this |dw:1323899805090:dw|
If its a even degree function with a negative leading coeffecient then it will look like this |dw:1323899847663:dw|
Join our real-time social learning platform and learn together with your friends!