University of Toronto at Scarborough Department of Computer and Mathematical Sciences MATA37 Calculus II for Mathematical Sciences Assignment #7 Work on the text material and the problems below in pre
University of Toronto at Scarborough Department of Computer and Mathematical Sciences MATA37 Calculus II for Mathematical Sciences Summer 2007
Assignment #8
Work on the text material and the problems
University of Toronto at Scarborough Department of Computer and Mathematical Sciences MATA37 Calculus II for Mathematical Sciences Summer 2007
Assignment #9
This is the last assignment. Work on the te
GLOBAL
EDITION
Briggs Cochran Gillett
Calculus
SECOND EDITION
William Briggs Lyle Cochran Bernard Gillett
3
,
2
(
/6
/6
Q
)
In general,
cos = x;
sin = y
y
0
0 radians
360
2
x
(
/3
3 /2
5
4
24
0
270
)
1. Find the arc length of the following curve: the graph of the function f (x) = 12 (ex + ex ) for
x [0, ln(2)]. (Hint: the integrand will simplify in the end to something that does not involve
a squa
514 CHAPTER 7 - INTEGRATION TECHNIQUES
The integral is evaluated as follows:
L
l+ cosx
1
_—cotx + cscx + C.
1 1_Cosxd Mlt'l bl
————-——— x .
l+cosx1—cosx Ulpy y
1 — cosx
/—-—2dx Simplify.
l — cos x
University of Toronto at Scarborough Department of Computer and Mathematical Sciences MATA37 Calculus II for Mathematical Sciences Assignment #6 Work on the text material and the problems below. You w
University of Toronto at Scarborough Department of Computer and Mathematical Sciences MATA37 Calculus II for Mathematical Sciences Summer 2007
Assignment #1
Work on the text material, current lectures
University of Toronto at Scarborough Department of Computer and Mathematical Sciences MATA37 Calculus II for Mathematical Sciences Summer 2007
Assignment #2
Work on the text material, current lectures
University of Toronto at Scarborough Department of Computer and Mathematical Sciences MATA37 Calculus II for Mathematical Sciences Summer 2007
Assignment #3
Work on the text and lecture material and t
University of Toronto at Scarborough Department of Computer and Mathematical Sciences MATA37 Calculus II for Mathematical Sciences Summer 2007
Assignment #4
Work on the text material and the problems
University of Toronto at Scarborough Department of Computer and Mathematical Sciences MATA37 Calculus II for Mathematical Sciences Summer 2007
Assignment #5
Work on the text material and the problems
Name: iéx Group Members:
Math 1 1320 Worksheet: II . Date: ‘
\
Objective: Volume by Slicing
Instructions: For each problem, sketch the region. For solids of revolution, clearlylable the axis of rota