Sir, i don't know but you're simply the best, how comes i haven't discovered you yet all this while? All of my major problems under calculus are just been handled here. Thank you for this great tutorial, God bless you, you're such a genius
Nice one Investor J!!! Thank you. So, whether +ve or -ve infinity, the method is the same? And as far as infinity is concerned, our answer must be zero right? =0 but
Thank you very much for these lessons. For the first example, you left the answer as 0 and according to you, you said it’s undefined. Do we stil leave the answer as 0?
@jonahemmanuelofficial Great session sir. Could you clarify this to me? In this infinity method substituting x=∞ would be more logical than substituting x = 0. In example 2, after algebraic simplification, (1) Lim x-> 0 = {6-4/0³ +3/0⁵}/{11+2/0-1/0⁴} = which would again end up as infinity but if, (2) Lim x-> ∞ = {6-4/∞³ +3/∞⁵}/{11+2/∞-1/∞⁴} = {6-0+0}/{11+0-0} = 6/11 [as 1/0 = ∞] I feel the second (2) one is more logical and more correct. AM I RIGHT IN THIS ASPECT?
Sir, i don't know but you're simply the best, how comes i haven't discovered you yet all this while?
All of my major problems under calculus are just been handled here.
Thank you for this great tutorial, God bless you, you're such a genius
Awesome, thank you.
Where are you watching from?
SIR THANK YOU SO MUCH I GOT AN A IN MATHS and you helped me do that. God bless you sir for uploading these videos
SIMPLY THE BEST ❤❤
Awesome. Happy to hear. Congratulations to you
You made me become good in maths congratulations 🎉 sir.I love watching your videos ❤❤❤❤
Awesome. I love giving you here.
Thank you
Well done, Great job
Thank you so much 👍
Thanks sir iam From Ethiopia
Awesome. Welldone 👍
Nice video very well understood 😊
Thank you very much sir 😊
Nice one Investor J!!! Thank you.
So, whether +ve or -ve infinity, the method is the same?
And as far as infinity is concerned, our answer must be zero right?
=0 but
Nah, must not always be zero.
Check out other examples too
Good one Sir Jonah ❤
Sure. Welcomed..!!!
Great job
Well appreciated, where are you watching from?
SHORT BUT WORTH LISTENING 👂 👂
Yup
Whether the infinity is -ve or +ve
We use the same method right
Ur classes are so amazing 🤩
@ideraolubello4046 yes yes, thank you so much 👍
Legend
Thank you ❣️
Thank you very much for these lessons. For the first example, you left the answer as 0 and according to you, you said it’s undefined. Do we stil leave the answer as 0?
Welcomed.
Undefined is when denominator is zero.
When numerator is zero, the Fraction becomes zero
Great
Sure.
Does that mean the method of solving -ve infinity Is the same method for solving +ve infinity?
Yes, it is.
Thanks sir . Please can you do a video on FUNCTIONS, involving Asymptote ( VA, HA, OA) Thanks
Ok then.
Sir 3÷0 = 0 is in correct in case you should have to take lim3/x^2 = 0
Punch that on your calculator and see if it's correct.
0/3 = 0
3/0 = undefined (calculator will show an error)
Which no difference in solving for positive infinity and negative infinity
Yesss.,none, basically.
@jonahemmanuelofficial Great session sir. Could you clarify this to me? In this infinity method substituting x=∞ would be more logical than substituting x = 0.
In example 2,
after algebraic simplification,
(1) Lim x-> 0 = {6-4/0³ +3/0⁵}/{11+2/0-1/0⁴} = which would again end up as infinity
but if,
(2) Lim x-> ∞ = {6-4/∞³ +3/∞⁵}/{11+2/∞-1/∞⁴} = {6-0+0}/{11+0-0} = 6/11 [as 1/0 = ∞]
I feel the second (2) one is more logical and more correct.
AM I RIGHT IN THIS ASPECT?
Ok then
@@jonahemmanuelofficial Thank you
pleasebwhat about the negative attached to the infinity
I talked about it there.
I said positive or negative infinity.... same thing
Jonah at the end you put 0 why is 4÷0= 0
4÷0 is not equal to zero 🙂
Why put 0 for each numerator in case evaluate each limit
My worry is why dividing by 0 . Mathematicaly we don't divide by 0.
Learn it well
👍❤️🇸🇱
Thanks sir iam From Ethiopia
Welcome.