Lecture Notes 3/25/16

Lecture Notes 3/25/16

12.3no8

How is it not -pi/2 to pi/2? I am positive that is what the limits of theta
are. Correct me if I'm wrong.

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Well, it is -pi/2 to pi/2.  It looks like you're entering 0 to 2pi though.

Review section 11.3 number 4

Professor Taylor,

Number 4  in 11.3 there is a substitution made to go from term t to term x giving the answer as cos(x^8) please help and explain this substitution.

Thanks 

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OK, the function f(x,y) is defined as the integral from x to y, of a function of one variable. The f_x that you are supposed to compute is the derivative of the integral with respect to the upper limit of integration.  NOW, something that many people wish they didn't have to remember but always *do* have to remember is the fundamental theorem of calculus, which describes the way that integration is the opposite of differentiation.  What the fundamental theorem gives you is the differentiation with respect to the upper limit gives you the integrand evaluated at the upper limit.   In your case this means that you just get cos(x^8).

For the next hour, calculus review. (Nevermind, I'm tired of waiting)

Here is the link.  You should be logged into your ASU google account

Exam Review

It will be Tuesday WXLR 203 at 6pm.  
"My class ends at 5:45 that day so I may be a bit late getting there depending on questions after class."

Lecture Notes 3/14/16-3/18/16

Lecture Notes 3/14/16

Lecture Notes 3/16/16

Answers Q8 "Funzies"

Answers Q7

Extra credit proposition...

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