-
Recent Posts
Recent Comments
- Maloney on Ham Sandwich Theorem
- Jimmy Choy on Ham Sandwich Theorem
- mouhamath ciss on Mean value theorem- M. CISS
- Kate Poirier on Office hour today
- Account Deleted on Extra credit
Archives
Categories
Meta
Monthly Archives: March 2014
Question regarding the WW HW
Alright lads, Given y=(x+sinx)^4 Find g(x) and f(x) such that f 0 g (i.e. f(g(x))) =y. Compute the derivative using chain rule. I got the answer through observation, however I didn’t have a solid method, We know f o g= … Continue reading
Posted in Uncategorized
2 Comments
Test #1 Review Question
I have not gotten the hang of latex yet, so I hope you’ll still be able to understand the question. This also may be a fairly easy question. Use the appropriate rules or combination of rules to find: (d/dx)(x^2sin(x)+2xcos(x)-2sin(x))
Posted in Test #1 Review
1 Comment
Review Question
Solve the following question by using chain rule. y=((x-3)/(x+3))^4
Posted in Test #1 Review
7 Comments
My Question
I believe this question is quite easy but lets not neglect these simple questions. Investigate lim(x->0) (1-Cos(h))/h^2 numerically and graphically. Then prove that the limit is equal to 1/2.
Posted in Test #1 Review
1 Comment
test review
1) let f(x)= and g(x)= x^2+5x-1 differentiate: f(x)+g(x), f(x)*g(x), f(x)/g(x),( f(x))^g(x) and 2) f(x)= a) evalute the continuity at x=0 b) Is the function derivable at x=0?
Posted in Test #1 Review
1 Comment
My Question(s)
Fairly easily. I can surely say we can all agree we don’t want any hard questions. (PS: I have no idea how to use laTeX, so I hope you guys can understand my fail attempt to write a math problem … Continue reading
Posted in Test #1 Review
4 Comments
Test Review Question
In y=mx+b form, what is the equation of a line tangent to f'(x) at x=1/2 if f(x)=e^(2x)+3x-6?
Posted in Test #1 Review
Leave a comment
Test # 1 Peer Review Question
Peer Review Test 1 Sorry for the picture. Will need time to get used to latex.
Posted in Test #1 Review
1 Comment
Peer Review Question
Sample peer review Q for the test. Is the derivative of a product the same as product of the derivatives? i.e. it is true that Find a counterexample: (aka Prove the product rule). -Izzy
Posted in Test #1 Review
1 Comment