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Find the end behavior for the model P(x)=13x^123,898? I have this question on a homework assignment and can't figure out how to solve this.
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Is this function odd power or even powered?
Even. Its end behaviour for both is up in the y direction.
Even powers always have their ends going the same ways - a parabola, for instance - and it opens up if a positive coefficient and down if a negative coefficient.
So you look at the "898" to determine that it is even?
You look at the last digit.
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123,898 is certainly even, as it divides by 2.
ah, okay that help a lot! Thank you!
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