WRITE YOUR NAME IN LARGE PRINT ON THE BACK OF THIS PAE‘EET
Nannie:
Dimussian: 9AM 1PM 3PM 5PM
Quiz-#1
Pointer. m #4 x 2 ,r 2 I 2 TOTAL:
m Use the 22222an of the deﬁnite integan to ﬁnd
.1
f {2:2 42' + Ejdm.
1
~ “ . xx ,3
:\:m mm) We mm 2: LE
ham I *1 ﬂ 1
Name: : A M i {Sh
Worksheet 1: Understanding Riemann Sums
Consider the function f = 4:02 - 42; from x = —1 to a: = 1. Graph the function. If this
appears challenging, try simplifying the function equation. Graph this same function three
times in (a), (b),
A note on u-substitution
When doing u-substitution, dont forget that you also must substitute du in your integral. But when you
do so, there are two slightly dierent approaches.
The rst method was the one taught to you when I was away. For this approach,
w
159i
_v_ .
ID #:
This exam oonslsts of 13 questions The point value ls lndlcaleo' in brackets beside each problem
Read the directions for each problem carefully and snare all parts
Please showall Wk needed to arrlvo at your solutions
Clearly lndwte ywr
Calculus Cheat Sheet
Derivatives
Definition and Notation f ( x + h) - f ( x) . If y = f ( x ) then the derivative is defined to be f ( x ) = lim h 0 h If y = f ( x ) then all of the following are equivalent notations for the derivative. df dy d f ( x ) =
Trig Cheat Sheet
Definition of the Trig Functions
Right triangle definition For this definition we assume that 0 < <
Formulas and Identities
Tangent and Cotangent Identities sin cos tan = cot = cos sin Reciprocal Identities 1 1 csc = sin = sin csc 1 1 sec
Math 2B (Code: 44320) Homework ZERO
Due in class on Monday, October 13th
October 6, 2014
RULES for Homework ZERO:
(i) Homework ZERO must be submitted on Monday, October 13th, IN CLASS.
(ii) On your homework, write down your full name, UCI Student ID numbe
MATH 2B (#44350) - LECTURE A CALCULUS
Instructor:
Dr. Rachel Cohen Lehman
Office Hours: RH 475, M, W 9:00 a.m. - 10:00 a.m.
E-mail:
[email protected]
Webpage:
http:/eee.uci.edu/17w/44350/
Lecture:
M, W, F, 8:00 am - 8:50 am in PCB 1100
Holidays:
Januar
Dear all,
As you know, Midterm 1 is going to be in class on October 24, 2014. Here are some points for the
midterm
- The midterm will cover topics starting from Section 4.9 (Anti-derivatives) through Section 6.2
(Volumes). Although we may be able to begin
4.]: a.) Complete the blanks in the following statement ofthe Fundamental Theorem of Calculus.
Furlzla'na'lta Theorem :1 Edwina
Suppoae f is continuous on [mo].
If grx) =I:f(t)dt,1hen g’{x} =_ﬁ_ _
I: f(x)dx = where F is an]:r antideriratire off.
-' a
WRITE YOUR NAME [N LARGE PHJN T ON THE BACK OF THIS PACKET
Name: D N
Diseuiun: 9AM 1PM 3PM 5PM
Qujzaéﬂ
Points: {3 E 32 £2 E {3 TOTAL; x10
Ill A particle moves along a, lime with VEIUL'itj-r ﬁmntiou
tr“) — t2 - f
where I! is measured in metera par second
2B WEBWORK SCHEDULE FOR WINTER 2017
Assignment
Sections Covered
Posting Date
Due Date @11pm
1
Up to 5.3
January 19th
January 27th
2
Up to 6.1
January 26th
February 3rd
3
Up to 6.5
February 2nd
February