Perfectly Inelastic Demand And Perfectly Elastic Demand Sep 22 2008 nbsp 0183 32 So the integral of g n x from 0 to infinity would be 6 n 3 Strangely because someone had earlier suggested zero as the answer I accepted a result of zero without carefully
Nov 28 2004 nbsp 0183 32 You don t That s why you add an arbitrary constant but the main problem here is whast the difference between an indefinite integral and a definite integral with dx A definite integral is Feb 28 2009 nbsp 0183 32 So since you cannot integrate sin x 2 in elementary functions reverse the order of integration as I suggested
Perfectly Inelastic Demand And Perfectly Elastic Demand
Perfectly Inelastic Demand And Perfectly Elastic Demand
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Dec 25 2009 nbsp 0183 32 The answer of the integral of x 2 x 2 1 2 is 1 2 arctan x x x 2 1 In class we ve seen the steps to solve this integral but I don t understand certain steps Feb 22 2010 nbsp 0183 32 Do anyone have an idea how to calculate integral of cos x 2 Or is it even possible I tried some substitutions and or rules of trigonometry like cosxcosx sinxsinx 1 but it didn t help
Jul 18 2003 nbsp 0183 32 well you just have to use the arc length formula for a function f x arc length S inte squ 1 f x 2 dx and then of course you just need to integrate and evalute it for your boundries Feb 1 2007 nbsp 0183 32 Simplest way is 1 find it in a standard table of integrands and 2 then differentiate the integral just to convince yourself
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Mar 11 2009 nbsp 0183 32 Intuitively the problem is clear i would guess SInce f gt 0 then what it menas is that from a to b there is no area accumulated at all so the only possibility in this case is for f to be the zero Jan 9 2010 nbsp 0183 32 Determine if the series n 2 to inf of 1 ln n converges or diverges Ok so first I tried the limit test the simple one and found that it was 0 which was not helpful at all
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Perfectly Inelastic Demand And Perfectly Elastic Demand - Dec 25 2009 nbsp 0183 32 The answer of the integral of x 2 x 2 1 2 is 1 2 arctan x x x 2 1 In class we ve seen the steps to solve this integral but I don t understand certain steps