Squeeze Theorem Application to Trigonometry and Greatest Integer Functions for Limits
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- เผยแพร่เมื่อ 25 ส.ค. 2024
- #globalmathinstitute #anilkumarmath • How Many Right Triangl... Squeeze Theorem Applications: • Squeeze Theorem Limit ...
Squeeze Theorem or the Pinching Theorem says that if g(x) is squeezed between f(x) and h(x) near a, and if both f and h have the same limit L at a then g has the same limit L at a.
Application of Squeeze Theorem
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lim┬(x→0)〖x^2 cos(1/x^2 ) 〗
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Great video very much helpful
This is the most comprehensive video on Squeeze theorem i've seen. Great video. New for me is the upper and lower boundaries
This is art !
this finally made sense. thank you!!!
thanks for you explanation
I thought I had lost my link to this video and was panicking. This is my first choice of all videos on the web for understanding the squeeze theorem.
Thank you, this was really helpful
Thankyou so much sir !
Thank you
Great video! I think at 16:00 you made a slight mistake. Factoring x**2 out of x**2+1 gives you x**2(1+(1/x**2)) not just 1+1/x. But well the limit is and was 1.
Yes, I agree with your comment. Thank you.
factoring x2 in the denominator is not 1/x?
I actually thought maybe he applied a rule I'm not aware of. for function f(x) = (x^2 (1-1/x))/(x^2 (1+1/x^2 ) ) not (x^2 (1-1/x))/(x^2 (1+1/x) )
Factoring x**2 out of x**2+1 gives you x**2(1+(1/x**2)) not just 1+1/x
@@_torgeek9108 well, yes, divide the highest denominator power
Hi is'nt x-1 < [x] ≤x?
Yes