409 Answered Questions for the topic Calculus 2

10/22/14

What is the volume of the surface intercepted by x^2+y^2=1 , z=2-|x| , z=0 ?
triple integrals
Follows • 3
Expert Answers •1
Calculus 2

10/18/14

Can you help me solve this problem. calc 2 problem. I think im suppose to use trig substitution.......i think.
∫ x/(x2 +1)2 dx   Limits equal ∞ on top and 1 on the bottom
Follows • 2
Expert Answers •1
Calculus 2

10/08/14

Evaluate the given limit:
lim x->3 ((x-3)/(sqrt(x) - sqrt(6-x)))   No l'hospital, use derivative limit rules.
Follows • 1
Expert Answers •1
Calculus 2 Improper Integrals

10/06/14

One last Calc 2 Question: Improper Integrals
I got all the way through this problem and the answer seemed legitimate, but I did not get the correct answer. Thank you in advance for any help. I really appreciate it.   Find the volume of the... more
Follows • 3
Expert Answers •2
Calculus 2

10/06/14

Calc 2 Problem: Improper Integrals
Let R be the region bounded by the graph of y=e^(-ax) and y=e^(-bx) for x is greater than or equal to zero where a>b>0. Find the area of R.    Any help with this would be much appreciated!... more
Follows • 3
Expert Answers •2
Calculus 2

09/29/14

Calculus 2 Question
Use partial fraction decomposition to solve the integral.   ∫(4x^2-57x+192)/(x^3-16x^2+64x)   For my answer, I got 3lnx+ln(x-8)+((x-8)^-1)+C   Can anyone see a mistake? It seemed like this... more
Follows • 2
Expert Answers •1
Calculus 2

09/26/14

Calculus 2 for Engineers Question
∫ (x^2-4x+4)dx/((12+4x-x^2)^(3/2))   Any help with this integral would be much appreciated. Is partial fraction decomposition necessary here?   Thank you!
Follows • 3
Expert Answers •1
Calculus 2

09/21/14

Calc 2 For Engineers Problem in Description
Find the area of the region bounded by the graphs of y=7tanx and y=7secx on the interval [0, pi/4].   I would really appreciate any help with this problem! Thank you so much.
Follows • 3
Expert Answers •3
Calculus 2

07/28/14

integrate ((x^2+1)/ (x^4+4))dx
integrate ((x^2+1)/ (x^4+4))dx
Follows • 2
Expert Answers •1

Still looking for help? Get the right answer, fast.

Ask a question for free

Get a free answer to a quick problem.
Most questions answered within 4 hours.

OR

Find an Online Tutor Now

Choose an expert and meet online. No packages or subscriptions, pay only for the time you need.