Fall 2007
Math 117
Trigonometry
Lecture
Room/Time
Section 003 TR 8:00am-8:50am E208
Section 004 TR 10:00am-10:50am W119
Section 005 TR 1:00pm-1:50pm E208
Book
College Algebra with TRIGONOMETRY by Barnett, Ziegler and Byleen (Eighth Edition)
Syllabus
Section 003
Section 004
Section 005
Comprehensive Final Exam
December, 17th, 2007 (Monday), 07:30am-09:30am, Chemistry 190
Homework
6.1 1-69 odd, 75,78, 81, 83, 85, 95
6.2 1-55 odd, 67
Additional 1-75 odd
6.3 1-113 odd
6.4 1-59 odd
6.5 1-55 odd
6.6 1-71 odd
7.1 1-33 odd, 39-75 odd, 89, 91
7.2 1-58 odd, 65, 67, 69
7.3 19 odd, 15-39 odd, 47-53 odd, 65
7.5 1-53 odd, 67, 69
8.1 1-31 odd
8.2 1-31 odd
8.4 1-37 odd, 45-55 odd
8.5 1-55 odd, 67
Final Review (15 Exercises)
p. 541 no. 95
p. 550 no. 57
p. 558 no. 21,22
p. 575 no. 20
p. 589 no. 33
p. 606 no. 30
p. 629 no. 86
p. 639 no. 31
p. 640 no. 46
p. 651 no. 67
p. 673 no. 32
p. 687 no. 12
p. 697 no. 47
p. 727 no. 45, 51
p. 740 no. 33
Solutions to the review exercises
3pi/4 = 2.36 radians
228 feet
sqrt(2), 2/sqrt(3)
even
no amplitude, period=pi, phase shift=pi/6
sqrt(2)/2
start with the LHS, then try LCD and simplify
sqrt(3)/2
start with the LHS, then use sum and difference identity of sine, simplify and done
there are two ways to solve this problem; we did one way in class
x=2k pi, pi/6+2k pi, 11pi/6+2k pi, k is an integer
beta=22degree, gamma=128degree, c=7.88feet
angle between CAB=33 degree (use Pythagorean Theorem)
r=5sin(theta) and 3x-4y=-1
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