x → 0 lim ( cos ( x ) − e x 2 ) sin ( x 2 ) 2 x 2 + 1 − 1 + x 2 = ?
Give your answer to 3 significant figures.
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Maclaurin's Series makes limits easier!
Awsome bro did it same way.
Is this handwritten ??
Here is another solution that uses limit laws and L'Hospital's rule.
How did you know that the "right" thing to consider was cos x − e x 2 x 2 , as opposed to say cos x − e x 2 x 3 ?
becauseof the power of e^x^2 . this step is quite elementary and useful if you are tryin to solve limit quickly
Good that we have another two solutions! This one is without expansion nor L'H : ) .
P.S. It was a problem from my notebook -- Ignore the Chinese words.
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@Ciara Sean "Good handwriting dear!" -- Thank you!; "What you do?" -- I do maths dear :P
Oh common that's tedious...
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