Fill This Form To Receive Instant Help

Help in Homework
trustpilot ratings
google ratings


Homework answers / question archive / University of Maryland Global Campus   Dr

University of Maryland Global Campus   Dr

Math

University of Maryland Global Campus   Dr. A Mohamed

                                                           MATH 141 6381-Calculus II                                                                                                               Fall 2020

                                                                                    Final Exam                                                                                                                              10/11/’20

(Show all your work to get full credit-Due on Tuesday, October 13, 2020 @ 11:59 p.m.)

1. (50 pts) Find the following integrals.

a. sinxcos2x

 dx

 

 

b. x216- x6 dx

 

 

c. 01arcsinx dx

 

 

        

d. 8x3+13xx2+22 dx

 

 

 

e. -∞+∞ex1+ e2x dx

 

    

2. (20 pts)

a. Find the area of the region bounded by the graphs of fx=2- x2

 and gx=x

.

 

 

b. Find the volume of the solid formed by revolving the region bounded by the graph of       fx=sinx

 and the x-axis 0≤x ≤ π

about the x-axis.   

 

               

3. (30 pts)

a. Find the power series for fx= sin2x

.

 

 

b. Find the Taylor series for gx=sinx,

 expanded about x

=π/2

, first nonzero four terms.

 

 

c. Find the power series for fx=

 4x+2

 , centered at 0

. What is the interval of convergence?

 

 

 

Option 1

Low Cost Option
Download this past answer in few clicks

19.99 USD

PURCHASE SOLUTION

Already member?


Option 2

Custom new solution created by our subject matter experts

GET A QUOTE

rated 5 stars

Purchased 3 times

Completion Status 100%

Sitejabber (5.0)

BBC (5.0)

Trustpilot (4.8)

Google (5.0)