Lecture Notes 3/27/17
Lecture Notes 3/29/17
Lecture Notes 3/31/17
Funzies Quiz#7
Friday, March 31, 2017
Thursday, March 30, 2017
Friday, March 24, 2017
12.3#8 again.
Hi Dr. Taylor, I can't seem to get this one, I've tried entering f(rcos(t),rsin(t) as well.

**************************
OK, you and a lot of people are making this harder than it has to be. Still. First of all, the only answer is doesn't like is the one about dA. It's not talking about f at all, so you don't have to worry about that. There is a formula for dA in polar coordinates, I talk about it in my lecture notes, I talked about it about ten times in my video lecture last week that is still online, and the book talks about it in section 12.3. It is the single most important thing for you to know about polar integration. This formula DOES NOT DEPEND ON the limits of integration--that's one nice thing about it. WHAT IS THIS FORMULA?
Thursday, March 23, 2017
Tuesday, March 21, 2017
Q's and Peruse
Greetings,
You sent out a prep exam that is suppose
to look like a real test. Are the answers to that anywhere? I am in dire
need of another killer test grade. Also, where can I find the other
tests with answers. I seem to have misplaced them.
Is
there any way to look at our current grade or will you possibly update
us after the test? That would be great. Thank you for your time.
***************
1) Why yes, the answer is in your hands. Other than that, the way I roll is that you demonstrate your due diligence by telling me what you did, and why you think what you did is right or wrong. Then I will likely be motivated by your studiousness to ease any remaining confusions that you have.
2) Other practice tests are in an old blog post-what, you didn't memorize them? Diligence...
oh what the heck, look here.
3) I *will* update you after the test.
**************************
**************************
| |||
Practice Test Question#5 typo
Hey Dr. Taylor, I've noticed when taking the practice exam, question 5 has integral of sqrt(4+y^2) dydx, the outer bounds for x are from 2 to 0, but the inner bounds are from 2 to y?? Shouldn't the inner bounds be from 2 to x instead? I thought you had to have the opposite term in the first limits of integration.
*******************
Yes, the lower limit of integration should be x.
(BTW, this would have been a perfect question to ask the substitute instructor yesterday)
*******************
Yes, the lower limit of integration should be x.
(BTW, this would have been a perfect question to ask the substitute instructor yesterday)
Subscribe to:
Posts (Atom)

