@@jerrisongaiamb3074 : I made that comment 4 years ago and now it is when someone decided to reply. It's never too late to learn something that you wanted to learn 40 years ago.
To find the domain, set the denominator equal to zero and solve for x. x - 3 = 0 x = 3 Domain: All real numbers EXCEPT for 3. If x = 3, we create a 0 in the denominator of the function. This is why x cannot be 3.
How do you square a circle for the circle with your hands put your praying hands together your thumbs are both zero and nine then you count pointer finger and that's one and eight and that's nine when you tell a long finger middle finger that's seven and two and your ring finger and your little finger is five and four that's for the books open it's 9:00 also see all your fingers when you're praying that up to nine that's why they call it prayer maybe one day people will wake up and realize they don't have 10 fingers they got eight digits of two bookends zero and nine
I'm way too drunk to try this. I did have an idea that f(x) was f # through a calculation, then you get an answer. OK i'll watch it another time, saved.... carry on...
0 and 9 are the same inside and outside the donut hole don't you understand we're talking about magnetism here look at the bottom as a black hole and the Mandelbrot set And rational function is of one thank you very much
What a blessing to have you on the web🙏❤
Math is wonderful. Love it, even at 54 years old.
Woah, incredible
Such a teaching could have made me understood better in my math class some 40 years ago..
@@jerrisongaiamb3074 :
I made that comment 4 years ago and now it is when someone decided to reply. It's never too late to learn something that you wanted to learn 40 years ago.
Wonderfully and professionally explained.
Sir, It was the easiest method of teaching from my view. I really understand this now after watching your video. Keep uploading sir.
Now I have hope of getting an A because of you. Thank you very much.
You are an incredible teacher! Thank you very much!
Thanks!
Thank you so very much!
I think the degree of denominator polynomial in rational expression also determines the number of vertical asymptotes.
Math Tutor helps me to understand Rational Function. Thank you very much. Jason now makes sense.
I passed because of your videos thank you so much sir
❤
Good class...I have a doubt in ratio. Can a ratio get a negative answer
I have a question, what if the numerator is 6 x square minus 24 , how will you find the zeros
Limits polynomial please
God bless you
To find the domain, set the denominator equal to zero and solve for x.
x - 3 = 0
x = 3
Domain: All real numbers EXCEPT for 3. If x = 3, we create a 0 in the denominator of the function. This is why x cannot be
3.
nice video mate
Thank you!
Thank you 😍😍
not al heroes wear capes
How do you square a circle for the circle with your hands put your praying hands together your thumbs are both zero and nine then you count pointer finger and that's one and eight and that's nine when you tell a long finger middle finger that's seven and two and your ring finger and your little finger is five and four that's for the books open it's 9:00 also see all your fingers when you're praying that up to nine that's why they call it prayer maybe one day people will wake up and realize they don't have 10 fingers they got eight digits of two bookends zero and nine
How old are u sir
Y does it matter huh😀
752 anous
I'm way too drunk to try this. I did have an idea that f(x) was f # through a calculation, then you get an answer. OK i'll watch it another time, saved.... carry on...
Anytime you're on the left side you're what you're calling in the negative side is actually one because it's you it's about you if it is I am get it
Excuse me rational function means symmetry on both sides wake up smell the coffee
👏👏👏👏👏👏👏👏👏
0 and 9 are the same inside and outside the donut hole don't you understand we're talking about magnetism here look at the bottom as a black hole and the Mandelbrot set
And rational function is of one thank you very much
🚶♀️🙌
I am from 🇮🇳
So what. I am from somewhere also.