Exams are coming!
Get ready with premium notes and study guides!

Class Notes for Anthony Lam

  • 279 Results
  • About UTSG

UTSGMAT136H1Anthony LamSpring

MAT136H1 Study Guide - Final Guide: Telephone Numbers In The United Kingdom, If And Only If, Hit106.9 Newcastle

OC537488104 Page
13 Apr 2016
85
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture Notes - Lecture 35: Arc Length

OC5374882 Page
13 Apr 2016
35
Arc length parameterization (t)r (t ) r 0 to (t)r du (t) || d u (t ) r 0 (t)dt v speed. Arc length, s, from reference point, from t s = t0 s = . 2 + 1
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture 35: Review of Integrals

OC5374883 Page
11 Apr 2016
32
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture Notes - Lecture 38: Hit106.9 Newcastle

OC5374882 Page
11 Apr 2016
19
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Study Guide - Final Guide: Scilab, If And Only If, Selenium

OC53748889 Page
8 Apr 2016
87
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture Notes - Lecture 34: Ibm System P

OC5374883 Page
7 Apr 2016
20
= l lim n f(x) such that f lim x : ex. (x) = a n x 1/x = 1: monotonicity and boundedness, must be monotonically increasing or decreasing, must be bound
View Document
UTSGMAT136H1Anthony LamSpring

MAT187H1 Lecture 37: 12.9 continued and Ch 16 Second Order Differential Equations

OC5374882 Page
7 Apr 2016
15
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture 33: Review

OC5374882 Page
5 Apr 2016
23
C n a n = c 0 + c 1 a + c 2 a 2 + . (x. 1 ( (x+1)) = 1 ( + 1 + ( + 1 2 ( + 1 3. Suppose f(x) has a series expansion on (a r,a+r) f f (x) f f (a) (x) f
View Document
UTSGMAT136H1Anthony LamSpring

MAT187H1 Lecture 36: 12.9 continued

OC5374882 Page
5 Apr 2016
13
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture 32: Revision + Taylor Series

OC5374883 Page
4 Apr 2016
17
C n a n = c 0 + c 1 a + c 2 a 2 + . (x (x (x n=1. 1 x = 1 + x + x 2 + x 3 + . 1 ( (x+4) = 1 ( + 4 + ( + 4 2 ( + 4 3 x x x ( + 4 | < 1. 1 < x| + 4| < 1.
View Document
View all Premium Notes (70+)
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture Notes - Lecture 1: Antiderivative, If And Only If

OC5374882 Page
27 Jan 2016
71
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture 2: Intro to Integration

OC5374884 Page
27 Jan 2016
34
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture 10: Examples of Volume/Average Value + Mean Value Theorem

OC5374883 Page
2 Feb 2016
25
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture Notes - Lecture 3: If And Only If

OC5374883 Page
27 Jan 2016
17
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture 11: Integration by Parts

OC5374883 Page
4 Feb 2016
28
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture 13: Trigonometric Substitution

OC5374882 Page
9 Feb 2016
43
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture 7: Substitution Rule

OC5374882 Page
27 Jan 2016
18
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture Notes - Lecture 4: If And Only If

OC5374882 Page
27 Jan 2016
15
/n b i 1 x i f (x ) x i provided that this limit exists and gives x i = + i a. )/2 b definite integral of f on [a,b] is a (b a f (x)dx. If f has only a
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture 17: Improper Integrals pt. 2 & Intro to Arc-Length

OC5374882 Page
25 Feb 2016
30
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture 21: Separable Equations

OC5374883 Page
7 Mar 2016
22
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture 6: Theorems

OC5374882 Page
27 Jan 2016
19
View Document
UTSGMAT136H1Anthony LamSpring

MAT136H1 Lecture 9: Volume

OC5374883 Page
1 Feb 2016
21
View Document
Showing 1 — 12 of 279 results

Class Notes (1,100,000)
CA (620,000)
UTSG (50,000)
MAT (4,000)
MAT136H1 (900)
Anthony Lam (200)