Parametric, Polar, and Vector-Valued Equations for Kav10
Answer
- The questioner was satisfied with and accepted the answer, or
- The answer was evaluated as being 100% correct by the judge.
2 Attachments
-
Hey, I am finally home. Sorry for the delay. Are you available for the 3 FRQ regarding Sums and Infinite Series? There are 2:30 hours available for it after opening the questions.
-
No worries. Yes, ready. Let's go.
-
-
What I heard is that it is a 3 question that has 3-4 parts (A,B, C) and it's mostly a Test for convergence, the interval of convergence, Taylor, alternating series and power series.
-
OK. Sounds good. It will most likely take all the 2:30 hours. But, let me see the questions first.
-
-
So $100 for it is good?
-
If it takes 2:30 hours, a fair bounty is $150, and I will get $120 (Matchmaticians gets $30 off of it).
-
-
Also, just a heads up, for the Ratio test, can you test the endpoints? by plugging them back blah blah blah? And for Absolute convergence just give a tiny justification when needed. Opening it now!!!
-
150 is definetelly too high for me, what about $120?
-
If you do $120, I will get less than $100. If you think that's fair, let's go.
-
-
Actually, let's see, I will set 2 hours for now; if you use more, I will tip you! Is that okay?
-
The questions you posted are tough. Let me see how much I can solve in your short timeframe.
-
- answered
- 560 views
- $45.00
Related Questions
- Use the equation to show the maximum, minimum, and minimum in the future.
- Diffrential Equations
- The volume of a spherical tank with radius = r is expanding in such a way that r is increasing at 1 cm/min. At what rate is the volume expanding when r = 100 cm?
- Help with Business calculus. Finding derivative for X of given function.
- Compute $\lim_{n \rightarrow \infty} \ln \frac{n!}{n^n}$
- Taylor Polynom/Lagrange form om the remainder term.
- Need help with this calculus question please
- Finding the arc length of a path between two points
I will tip you for these questions!!! There is no deadline for these, so do it whenever you are available!!!
I will tip you $20