Describing End Behavior Using Limit Notation

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Learn how to describe the right hand and left hand end behavior of a function using limit notation in this free math video tutorial by Mario's Math Tutoring.

0:08 Example 1 Determining End Behavior
0:22 Analyzing Highest Degree Term of Polynomial
0:28 Analyzing the Leading Coefficient
0:43 Discussing Even vs. Odd Degree of Highest Degree Term
1:10 A Way to Numerically Test the Right & Left End Behavior
1:47 How to Right End Behavior Using Limit Notation
2:41 Example 2 Determining End Behavior

Related Videos:

Leading Coefficient Test

My Playlist of Videos Regarding Graphing Polynomials

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What an absolute legend this man is. My teacher thought we all knew this and I was just staring… but then this man comes down like a gift from god.

jackmccutcheon

spent an hour trying to look at my notes and figure it out... watched this and now i get it!! thanks:)

ryliekirwan

this not only helped me with end behavior with limits but end behavior in general 😭😭 tysm ❤

hi-ibes

Fantastic video! Short and sweet, made it easier to understand than my teacher made it.

iMAOusuc

Thank you for helping me review for my precalculus class!

laylasilva

I just spent so long trying to figure this out you do such a good job of explaining

hannahwind

Thank you!!!! Mr. Mario. This is such a big

OrdoArcus

Thank you for this incredible tutorial!

Patricktheluchador

This helped me understand it much more thx

arnulfonunez

Thanks! How would you approach a function if the values are numerator/denominator and/or under a root symbol?

piecartbox

great explanation makes more sense than my text book.

presumidia

Thanks! although what would be the case if you have a fraction as the exponent? for example f(x)= 4th root x which is really f(x)=x^1/4. How does a decimal such as 1/4 affect the lim notation? would it be even or odd?

antoniomaldera

thank you but why is there 2 end limits. it is for each side of the graph???

arshanhosseini

Bruh why do you write so tiny. You have a gigantic board like bruh

Solbashio

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