How to find increasing and decreasing interval for continuous rational function
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- Опубликовано: 9 сен 2024
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Rational functions are quotient of two polynomial functions where the denominator is not equal to zero. If for x = a, the denominator is zero then it will have a vertical asymptote of a have a vertical asymptote x = a or hole at x = a. Hole will exist only if we have a common factor in both numerator and denominator. Graph of these functions can have horizontal asymptote for the following conditions:
1. If degree of denominator is higher the y = 0 is the horizontal asymptote
2. If degree of both numerator and denominator is same then y = a/b is the horizontal asymptote where a and b are respective the leading coefficients of numerator and denominator.
#rationalfunctions #rationalfunction #horizontalasymptotes #graphrationalfunctions #anilkumar #globalmathinstitute #ibslmath
You explained it so simply, kudos!
In the end, your explanation stands out from the rest🙅. Having watched recent videos where the critical number was never explained, I would like to thank you for your assistance.
Yes..👏
Watch lot of youtube vids, but yours help me the most! Thank you so much!
Don't know whether you'll read this, but you're awesome. Tomorrow's my NDA exam and now I've prepared for it thoroughly. Thanks 😇
It helps me when I' m solving this type of sums and solving this problem 😃😃
Thanks for appreciation. Another video to practice: ruclips.net/video/Gy9TcSZ-WQs/видео.html
Here is a twist. You need to find increasing interval from the derivative: ruclips.net/video/jLJaXIk8TNE/видео.html
Hope that helps
Thanks
Thanks a lot sirrr ... I am literally confused by various methods ..... Btw these video helps me a lot 😊😇
Helpful
Thank you sir
Very good. Thanks 🙏🙏🙏
Increasing Decreasing Examples: ruclips.net/video/h07R0FdG4k8/видео.html
Thanks
Waw....!!
Thanks a lot
Nice one sir
Thank you very much sir🔥🙏🏻❤️
Sir using first order derive test find minima and mixima pe video banaye plz.ur video are best then anyone
Maybe you should invest some time in some grammar videos lol 😂 (I'm not laughing at you I'm laughing with you)
thanks prof.
New Video: ruclips.net/video/h07R0FdG4k8/видео.html
Thanks
Thank you sir you help me a lot in concept of increasing and decreasing intervals
This video helps a lot! Thank you 😊
Thanks for appreciation
Sir increasing and decreasing interval for trigonometry function plz
Cosine: ruclips.net/video/V5Ehd6KUduA/видео.html
Sine: ruclips.net/video/aTFV41iYNsc/видео.html
ruclips.net/video/n55Fqi8hrV4/видео.html
Search Anil Kumar increasing decreasing interval for more
Thanks
Thanks sir
Nice
Luv u sir apne Sara doubt clear kar diya
Thank you sir☺️👍🏻
u are great teacher ...thanks to upload this video :)
Thanks for your time and appreciation. Feel free to post questions
Pooja Yadav hello
Thanks sir to explain it very easily
Check some more on related topic: ruclips.net/video/VNnigkqxnRs/видео.html
Thanks
Here is another one: ruclips.net/video/rQpSxQCxxnM/видео.html&lc=z22twjwqjozpxfw5z04t1aokgajyr34qdktk3cseursfbk0h00410
Thanks
NYC video
Lovely sir
Thanks
for the same ques what should be the interval for strictly increasing and strictly decreasing ?
Sir it helped a lot thku sir
Thank u 4 the vdo sirr
My pleasure. Thanks for appreciation
Sir, can I get more examples on increasing and decreasing functions
good
Thanks. The setting of your picture matches well with a portion of Humber Trail.
Here is it: ruclips.net/video/TeLjoiDIauU/видео.html
nice
thanks sir please hindi medium banay
how we simplify 1+x^2-2x^2 ???
1+x^2-2x^2 = 1 - x^2
Anil Kumar I saw this answer in the video, how you made it like this, please show me each step
Ok, Consider the two like terms x^2 and -2x^2. You can factor x^2(1 - 2) = x^2(-1) = -x^2.
You need to simplify the polynomials by combining the like terms. Hope that helps.
nice inglish sirrrrrrrrrr
Thanks. Here is a related Playlist: ruclips.net/p/PLJ-ma5dJyAqoegNExKo7XnEQNSnqMGuab
2 no. Pakke
All the Best!
Are itna hi English ata he to England chale jayiye
Sir aap khud confuse ho
Itna khrab khon padhata ha
Very helpful video thank you