Calculus 1: Summary of Curve Sketching (Section 4.5) | Math with Professor V

Sketching the graph of a function following the eight-step procedure of finding its: domain, intercepts, symmetry, asymptotes, intervals of increase and decrease, local extrema, concavity and inflection points, and graphing. Examples of a polynomial and rational function. #mathtvwithprofessorv #curvesketching #calculus #mathvideos #math #youtubemath #calculusvideos #graphing #polynomial #rationalfunctions #increasing #decreasing #localextrema #concavity #inflectionpoints

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[fredyguevara]

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[Joseph_goldberg]

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[jzosaleh]

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[schonrayburn]

In the first example, can you explain when you are taking the limit of "neg inf." You factor out the x^4 and are left with (1+4/x)?? how does 4x^3 turn into 4/x?

[ecemnuraybek]

you are awesome please do some examples for trigonometric and logarithmic functions

[mohammadbitouni]

Thank you so much! please do more videos for calculus 1 this video was really helpful.

[ratulbasak]

what if one lim of horizontal asymptote goes Infinity and other lim is constant? Then the curve will have a horizontal asymptote or not? Please do reply

[yessirboiz]

I think your one of the reasons why I will pass Calculus 1 thank you so much

[AdityaJain-sq]

Hey professor, when you were checking for the horizontal asymptotes for x^4+4x^3 as it approaches -infinity can't you factor out an x^3?

[cakepoprock]

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[lizzier]

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