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| AP Calculus Project: Application of Derivatives (Tearin' Up My Heart) *finalMon, 05 Jan 2009 19:57:25 -0800 by cherryspriteAP Calculus Project: Application of Derivatives [N*SYNC - Tearin' Up My Heart]Harriet, Adrienne, and AnnaRyan is going swimming in the poolVelocity at 5x² + 3x + 2he's swimming really quickly with his crew, who want to find the accelerationyou can help him toothe water has a lot of viscosity [text: sat word meaning resistance to flow]so how do you find the rate of change [text: acceleration = rate of change]just take the derivative of the velocityuse the chain rule in this caselet it flowfind the derivative like a pro5 and 2 make 10, 2 minus 1times x + 3 + 0how do you tell if its slowing or speedingits really very simple like dr. seuss readingwhen V and A are opposite signs, youre slowing downwhen they're the same you're speeding up like RyanJane is at a sunny beachstaring into the ocean wavesthey are going up and downlets find the maxima and minima without a frownlet it flowfind the local max and min like a prodisplacement is (1/3)x^3 .5x^2 6x+ 3now we calculate the waves of the seafirst you find the derivative of the equationthen set it to zero, like payment in a tax evasionuse the quadratic formula , and we get 3 and -2now lets distinguish them throughmaximum from positive to negativeminimum from negative to positivejust sketch the graph, and it'll be cakeit doesn't even require trignow lets review our lessonacceleration is derivative of velocityuse the chain, quotient, or product rulewhen necessaryits speeding up when V + A are the sameslowing when V+A are different claimsmaximum when positive to negativeand minimum vice versajust remember those three things, and you won't be lameyou'll be acclaimed Related: calculus project derivative word problems | |
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| Top Ten reasons to own silver or gold.Sun, 04 Jan 2009 23:24:11 -0800 by davincij151. Silver is not a fraud it is payment in full the dollar is a promise to pay more dollarshttp://www.bi bleprophesy.org/silv erismoney/Refuting_M yths_about_Gold.html 2. Silver is more rare than gold above Ground.http://www.re sourceinvestor.com/p ebble.asp?relid=2096 9https://goldwetrust .com/?commentary=Sil ver+Story3. The banks are shorting silver like they never have before.4. The federal reserve is printing money like it never has done before.5. The US gov is 10.6 trillion in debt and has 66 trillion in unfunded liabilities.https:// www.xing.com/app/for um?op=showarticles;i d=7278508http://www. cnsnews.com/Public/c ontent/article.aspx? RsrcID=372116. Obama plans to print even more than Bush did.7. Bank derivatives on the books will explode like the house did and will be paid via the printing press.http://bigpict ure.typepad.com/comm ents/2008/08/us-bank -derivat.html8. Silver has been used as money for 5000 yearshttp://thesilve rdesk.com/History.ph p9. Silver has been manipulated for to longhttp://goldinfo. net/silver600.html10 . You have an asset not a paper promise that can go to zero. 11. The word silver and money are the same in many languages.http://sil verstockreport.com/e mail/speech.htmlhttp ://www.silvercoingui de.com/http://en.wik ipedia.org/wiki/Silv er Related: collapse crisis dollar economic financial hyper hyperinflation inflation jim paul peter rogers ron schiff perth mint goldmoney gold storage comex default on or silver etf gld slv bullion | |
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| IBM CommercialSun, 04 Jan 2009 19:12:57 -0800 by IBMBloggerCentralThis is a testing video upload© This work is licensed under a Creative Commons Attribution - No Derivative Works 3.0 license. http://creativecommo ns.org/licenses/by-n d/3.0/The official location for this work is http://9.187.96.89:8 080/BloggerCentral/j sp/viewasset.jsp?typ e=video&id=2 Related: commercial ibm test | |
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| AP Calculus Project: Application of Derivatives (Tearin' Up My Heart)Sun, 04 Jan 2009 16:41:00 -0800 by cherryspriteAP Calculus Project: Application of Derivatives [N*SYNC - Tearin' Up My Heart]Harriet, Adrienne, and AnnaRyan is going swimming in the poolVelocity at 5x² + 3x + 2he's swimming really quickly with his crew, who want to find the accelerationyou can help him toothe water has a lot of viscosity [text: sat word meaning resistance to flow]so how do you find the rate of change [text: acceleration = rate of change]just take the derivative of the velocityuse the chain rule in this caselet it flowfind the derivative like a pro5 and 2 make 10, 2 minus 1times x + 3 + 0how do you tell if its slowing or speedingits really very simple like dr. seuss readingwhen V and A are opposite signs, youre slowing downwhen they're the same you're speeding up like RyanJane is at a sunny beachstaring into the ocean wavesthey are going up and downlets find the maxima and minima without a frownlet it flowfind the local max and min like a prodisplacement is (1/3)x^3 .5x^2 6x+ 3now we calculate the waves of the seafirst you find the derivative of the equationthen set it to zero, like payment in a tax evasionuse the quadratic formula , and we get 3 and -2now lets distinguish them throughmaximum from positive to negativeminimum from negative to positivejust sketch the graph, and it'll be cakeit doesn't even require trignow lets review our lessonacceleration is derivative of velocityuse the chain, quotient, or product rulewhen necessaryits speeding up when V + A are the sameslowing when V+A are different claimsmaximum when positive to negativeand minimum vice versajust remember those three things, and you won't be lameyou'll be acclaimed Related: calproject2 | |
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| Calculus: Derivative of the Natural Log FunctionTue, 23 Dec 2008 04:51:58 -0800 by Mindbitesdotcomhttp://www.mindbites .com/lesson/832-calc ulus-derivative-of-t he-natural-log-funct ion/first#In this lesson, you will learn how to find the derivative of the natural log function. To start with, we will review exponential functions and the natural logarithmic function, and then you move on to learning about composite functions that include natural log functions. To find the derivative of one of these composite functions, like e^(3x^2), you must combine the fact that the derivative of e^x is e^x and the chain rule. You will also see how to use the natural exponential function to prove why the derivative of f(x) = ln x is equal to 1/x. Last, this lesson will cover how to use the chain rule or the properties of logs to find the derivative of the composition of a natural log function and another function, like finding the derivative of ln(x^3).Taught by Professor Edward Burger, this lesson was selected from a broader, comprehensive course, College Algebra. This course and others are available from Thinkwell, Inc. The full course can be found at http://www.thinkwell .com/student/product /calculus. The full course covers limits, derivatives, implicit differentiation, integration or antidifferentiation, L'Hôpital's Rule, functions and their inverses, improper integrals, integral calculus, differential calculus, sequences, series, differential equations, parametric equations, polar coordinates, vector calculus and a variety of other AP Calculus, College Calculus and Calculus II topics. Related: mcat sat gre act prep tutor | |
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| Calculus: The First Derivative TestMon, 22 Dec 2008 06:37:14 -0800 by Mindbitesdotcomhttp://www.mindbites .com/lesson/835-calc ulus-the-first-deriv ative-test/first#To find the maxima and minima of a graph, you first have to find all of the critical points. Thus, you will always find the max or min at one of these points where slope is 0 or is undefined (though the function is defined). The first derivative test is a way to determine if a critical point is a max, a min, or neither. To do the test, you look at how the derivative is changing around the point. If slope is positive before and negative after, it is a max. If it is negative before and positive after, it is a min. Note that these maximums and minimums are relative maximums and relative minimums. If the derivative of the function does not change sign around the critical point, it is neither a maximum nor a minimum.Taught by Professor Edward Burger, this lesson was selected from a broader, comprehensive course, College Algebra. This course and others are available from Thinkwell, Inc. The full course can be found at http://www.thinkwell .com/student/product /calculus. The full course covers limits, derivatives, implicit differentiation, integration or antidifferentiation, L'Hôpital's Rule, functions and their inverses, improper integrals, integral calculus, differential calculus, sequences, series, differential equations, parametric equations, polar coordinates, vector calculus and a variety of other AP Calculus, College Calculus and Calculus II topics. Related: math arithmatic lsat sat mcat gre tutor college school prep high learn | |
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| Team PSY Derivatives CommercialFri, 19 Dec 2008 04:58:46 -0800 by bytemoviesTeam PSY presents the Derivatives Commercial.Credits:- Images-intimacy? or business trust?by flickr user Esthrhttp://www.flic kr.com/photos/edyson /13434169//ponderby flickr user striatichttp://flick r.com/photos/striati c/2144933705/1/365 [dazed & confused]by flickr user PhotoJonnyhttp://www .flickr.com/photos/p hotojonny/2268845904 /Money!by flickr user Tracy Ohttp://www.flickr.c om/photos/tracy_olso n/61056391/Red Onion Sliceby flickr user photobunnyhttp://www .flickr.com/photos/7 1502646@N00/99331111 8/-Audio-Ventus Solaris on the album Thread Soul by Revolution Voidvia Jamendohttp://www.ja mendo.com/en/album/2 534Transformazione on the album Episode #2 by The Crystal Methodvia Jamendohttp://www.ja mendo.com/en/album/5 005Thanks to everyone, especially benofschool, zeph and Ms. Kozoriz. Related: math apcalc2008 apcalculus "team psy" "not paul" bytemovies derivatives calculus commercial | |
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