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how do you find the limit of 1-cos(theta) all devide by theta, as theta move closer to zero??
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Can you use L'Hospital's rule?
By L'Hospital's rule \[ \lim_{\theta \to 0}\frac { 1 -\cos(\theta)}{\theta}=\lim_{\theta \to 0}\frac { \sin(\theta)}{1} \] What is the answer?
dude its seems kinda difficult please can you help me out ?
thanks bro you are the best
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