Domain & Range - Free Formula Sheet: bit.ly/4eheN2W Final Exams and Video Playlists: www.video-tutor.net/ Next Video: ua-cam.com/video/GxynsEIvjRA/v-deo.html
MR. Organic Chemistry Tutor, this is another solid explanation of Graphing Rational Functions Using Transformations with Vertical and Horizontal Asymptotes. These concepts are fairly easy to understand. Over the years, I tutor this class at the Community College of Baltimore County in Catonsville, Maryland. I really learned this class by teaching it to many different students.
How would you graph this kind of function if it has a numerator greater than one? That’s my only question. The rest of the video was extremely helpful, thank you!
For a rough sketch, not particularly different. More accurately, the curved parts wouldn't be as close to the asymptotes, especially at the places where vertical and nonvertical asymptotes meet. The numerical numerator is a stretching factor, we can say.
Domain & Range - Free Formula Sheet: bit.ly/4eheN2W
Final Exams and Video Playlists: www.video-tutor.net/
Next Video: ua-cam.com/video/GxynsEIvjRA/v-deo.html
Amazing! Thanks a bunch, I have a quiz tonight, and this video helped me understand fraction translations!
MR. Organic Chemistry Tutor, this is another solid explanation of Graphing Rational Functions Using Transformations with Vertical and Horizontal Asymptotes. These concepts are fairly easy to understand. Over the years, I tutor this class at the Community College of Baltimore County in Catonsville, Maryland. I really learned this class by teaching it to many different students.
Great explanation! I wish my teacher is half of as good as you are
It is you that you have to work hard to solve your problem,don't waite all your problems are going to be solved by your teacher
For the very first time i have learned something from youtube because of this guy.
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thanks so much for this video! I have my algebra 2 exam tomorrow and I'm using this as review haha
Am having a quiz today and this video has really helped me alot
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How would you graph this kind of function if it has a numerator greater than one? That’s my only question. The rest of the video was extremely helpful, thank you!
For a rough sketch, not particularly different. More accurately, the curved parts wouldn't be as close to the asymptotes, especially at the places where vertical and nonvertical asymptotes meet. The numerical numerator is a stretching factor, we can say.
@@thatsenoughoutofyou Would y=1/x -> y=3/x be a vertical shrink or stretch?
Excellent video!
can you do more explanation about how to draw asymptotes
It was so helpful thank u 🙏
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Gracias profe dieter
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not ne learning this 4 years prior and still needing help bc school don't teach you to memorize this stuff
at 8:20 why is the horizintal Asymptote 0?
Because n > m. When n is greater than m, the horizontal asymptote is 0 most of the time.
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17:55 count me in
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hey, your las exercise, I thought when you have the difference of two squares you make x=2 and x=-2 making two vertical asymptotes instead of one
for y = (1/x^2) -3 shouldn't the graph show going to negative infinity as x approaches zero from the left and be below the -3 HA?
X cannot be negative
y = 1/(1 - x)
What is the graph of this equation?
11:41 Ignore this
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i should start paying you for my colleg e tuition
4:54 shouldn't it be (0, negative infinity)?
Negative numbers are on the left side of zero, so it's (-infinity,0)
Negative numbers are smaller than zero
9:32
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7:03
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thank you but please get a new mic or something ..
His mic is perfect, might be you needing to get a new phone or something :p
@@xpdoesevents4642 it sounds.. wet
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