Evaluating Limits with Trig Functions in Calculus | Step-by-Step

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Good luck!!

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[@Loghat-wa-Fonoun]

Hi Jason, In the 3rd lesson of this series I didn't understand when you say " the top of the fraction is going down to zero and the bottom of the fraction is also going to zero but they're not going to zero at the same speed one of these fractions is going one of these parts numerator or denominator is approaching zero faster than the other"

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[@rizanz2108]

Talking about infinity, can we say the value of infinity for 5÷0 is same as the value of infinity of 7÷0, for example?

[@rizanz2108]

@@jan-willemreens9010 right. Corrected. Merci.

[@jan-willemreens9010]

@@rizanz2108 ... You can have for instance the functions y1 = 5/x and y2 = 7/x^2, and if you plug x = 0 into these functions or the same values of x very very near to x = 0, than you will see that their corresponding values will not be the same, so there are differences of infinity; one function goes faster to infinity than the other, while of course at the same time infinity is infinity ...

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@@jan-willemreens9010 thanks

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Thanks sir

[@hemrajue3434]

I think limit of sin x as x->infinity is undefined.

[@adamt6024]

What about L'Hôpital's rule?

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