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A: Topic = Rate of change
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Q: Evaluate. Choices: y lim f(x) x-1 a. -1 b. 4 5 C. 2 d. Limit does not exist X
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A: Topic:- application of derivatives and limits
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- Find the limit: Lim x-->0 2 sin2 3x / 3x2How do you evaluate the limit: limx-->0 (1-cos(7t))/(sin(7t)) WITHOUT using L'Hospital's rule?Find the limits, using l’Hopital’s Rule where appropriate. If there is a more elementarymethod, you may consider using it. If l’Hopital’s rule doesn’t apply, explain why. (e). limx→∞ (1-3/x^2)^x^2
- Why is limx→0(cos(x2))=0 but limx→0(cos(x-2)) is not defined?Use the L' Hopital rule to solve: lim x->0 2sinx-sin2x/x-sin x And lim x->0 3x-1/xI have the following limit: limx→0(sin(2x)cos(x-2)) I have tried the squeeze theorem but what I dont understand is how do you determine the value of both sides, do you take sin(2x) and find values on either ends of the value or do you take both sin(2x)cos(x-2). and is there any other way to solve this, without the squeeze theorem?