TRIGNOMETRIC EQUATIONS AND IDENTITIES
DIPLOMA STYLE QUESTIONS
1. Solve for , where 0 < 360, in the equation 2cos2 + cos = 0.
2. Determine the general solution of tan2 1 = 0, expressed in radians. (SE)
3. For the equation 2cos2x + sinx 1 = 0, find all the
MATH 30-1
Prerequisite: Math 20-1 or Math 30-2
Recommended: 50% or greater in Math 20-1 or Math 30-2
Course Information
The goal of the course is to provide prerequisite attitudes, knowledge, skills and
understandings for success in future math courses th
TRIGNOMETRICE FUNCTIONS AND THE UNIT CIRCLE (Answers Below)
DIPLOMA STYLE QUESTIONS
1. The angle converted to degrees, is:
2. An angle, in radians, that is co-terminal with 30 is
A.
B.
C.
D.
Use the following information to answer the next question.
3. Th
EXPONENTIAL AND LOGARITHMIC FUNCTIONS (Answers Below)
DIPLOMA STYLE QUESTIONS
1. The graph of y = 3x is reflected in the line y = x. The equation of the transformed graph is:
A.
y = log3 x
B.
y = 3log x
C.
y = 3-x
D.
y = -3x
2. The value of log5625 + 3log
PERMUTATIONS AND COMBINATIONS
1. Fundamental Counting Principle
Assignment: Workbook: pg. 375 378 #1-14
2. Permutations and Factorial Notation
Assignment: Workbook pg. 382-384 #1-13, pg. 526 of text #22
3. Permutations with Repetitions and Restrictions
As
PERMUTATIONS, COMBINATIONS AND BINOMIAL THEOREM (Answers Below)
DIPLOMA STYLE QUESTIONS
1. How many arrangements of all the letters of the word REASON are there if the arrangement must start
with an S?
2. If all of the letters in the word DIPLOMA are used
TRIGONOMETRIC FUNCTIONS AND THE UNIT CIRCLE
1. Angles and Angle Measure pg. 166-179
Assignment: pg. 175-179 #1-9(odd), 11-13(odd)
2. The Unit Circle pg. 180-190
Assignment: pg. 186-190 #1-5(odd), 6, 10, 12a, 13
3. Trigonometric Ratios I pg. 191-205
Assign