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Old 05-05-2009, 12:52 PM   #46
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That's weird I do a lot better on questions that can be done without a calculator (I hate having to graph things and find intersect, I make mistakes with these problems)
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Old 05-05-2009, 01:13 PM   #47
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^me too! now why is that? haha I guess they're just easier?
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Old 05-05-2009, 02:49 PM   #48
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Exam is tomorrow! I think I'm fairly ready (got 90% on a practice exam), but I'm worried that I'll blank out.

If anyone's on now, let's study together (AIM chatroom): CCAPCALCREVIEW

For both AB and BC.
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Old 05-05-2009, 02:57 PM   #49
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I'm up for it
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Old 05-05-2009, 03:01 PM   #50
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On open ended, do I have to justify if a minimum is indeed a minimum, and not only a critical point, or would I be safe to assume that the critical point I solve for on optimization problems is the one desired? In other words, should I show that I'm plugging in test points to verify that the sign does change in the right way?

Also, what do they prefer, the second derivative test or plugging in test points?
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Old 05-05-2009, 04:31 PM   #51
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chatroom for calc studying? i'm in. please invite me! user: jennieblue22 on aim, thanks
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Old 05-05-2009, 04:35 PM   #52
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@ smash20 - I'm not 100% sure, but if you are asked to find a minimum, you are usually expected to justify. I haven't seen questions asking to "justify a minimum" though; it's moreso "find the critical point/value at x" and explain whether it's an abs max, abs min, or neither, or something like that.

I think they like the 2nd derivative test, because if you make a sign chart, you have to expressly label what it is and what you are doing, so 2nd deriv. test is faster. For abs. min/max, though, be sure to test the end points.
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Old 05-05-2009, 04:59 PM   #53
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I'm very confused about something very stupid... Whats the difference between convergence and divergence? How much percent of the exam is sequences are series?
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Old 05-05-2009, 05:07 PM   #54
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A series converges if the sum of its terms "add up" to a number. For all geometric series of the form aR1....aR^2...aR^n, the series converges to A / (1-r) if abs(r) < 1.

Divergence is where a series doesn't converge to anything. 1/n is such a series.

In addition, conditional convergence or a radius of convergence is when a series doesn't converge fully, but it converges within a certain radius. The ratio test is most commonly used to find the radius of convergence.
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Old 05-05-2009, 05:11 PM   #55
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PLEASE HELP!!! I do not know when to use the Cylindrical Shell method and when not to when finding the volume of revolution??? Why do we even need it anyway?? :S My teachers didn't know how to explain it to me,,,so,,,lol,,,help?
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Old 05-05-2009, 05:14 PM   #56
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Are there 4 different packets on the test (MC non-calc, MC calc, FR calc, FR non-calc)? Or are they all in one booklet? If it was like that, wouldn't people cheat?
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Old 05-05-2009, 05:14 PM   #57
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Generally, if you revolve around the y axis you use shells and around the x axis you use slices (assuming you are integrating with respect to x, it is the opposite if it is with respect to y).
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Old 05-05-2009, 05:17 PM   #58
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Are there 4 different packets on the test (MC non-calc, MC calc, FR calc, FR non-calc)? Or are they all in one booklet? If it was like that, wouldn't people cheat??
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Old 05-05-2009, 05:17 PM   #59
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Are decimal approximations (to 4+ decimal places or so) always acceptable as a replacement for actual values?
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Old 05-05-2009, 05:25 PM   #60
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I am the administrator for tech-shep.com, I made the AP Calc exam calculator. Is there anything you would like me to add to the calculator?
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