Class Notes (809,436)
United States (313,598)
Mathematics (567)
01:640:152 (20)
Noone (12)
Lecture 12

# 01:640:152 Lecture 12: Calc2.11 Premium

2 Pages
64 Views

School
Rutgers University
Department
Mathematics
Course
01:640:152
Professor
Noone
Semester
Spring

Description
Ex power series Representation for I-x) on GI, y Find a with since it's a G.S th a G. S Therefore when we intigrate both sides ln -xl x t et r o Taylor Maclauren Series at "c se A has a power series representation Supp a a st at 11c FT CC) Derivative of f e Then a man x-c) n-2 n n 3.2. la a t 4.3.2. Ex-c) t S. 4.30 Cac-cy Then, FCX) cy becomes cx-en. Taylor Series n This is the Taylor Series IA c o, This becomes Maclaurin Series mao n r Series cut c o Ex Acxy e Find Te Step 1: Find derivatieve of Fancl look. Fore patem Step 2 Plug n r C. F C For FCX) e Step 3: Set up Step 4 Interval of Convergence O Interval of convergence Ratio Test: lim or G Fur ex can be represented by RT on Goo oo) Find the taylor Series Aor PCx in pc at c Ex: 4.3.2 3.2 F C. p''CI) (nt n E o DC Ratio Test: lim odd number always o x 2. nt End Harmonic Series C-1) .-L verging Alternatin Harmoni Serie
More Less

Related notes for 01:640:152

OR

Don't have an account?

Join OneClass

Access over 10 million pages of study
documents for 1.3 million courses.

Join to view

OR

By registering, I agree to the Terms and Privacy Policies
Just a few more details

So we can recommend you notes for your school.