TYPES OF QUESTIONS FOR EXAM 1 (THIS IS SUBJECT TO UNANNOUNCED CHANGES.)

• 1 -- State the definition of a function and its inverse
• 1 -- Derive equation of a line
• 2 -- Solving Inequalities
• 1 -- Domain and Range
• 1 -- One-to-One/Inverse Function
• 1 -- Average Rate of Change
• 1 -- Graphing
• 2 -- Other
• 1 or 2 -- OPTIONAL EXTRA CREDIT

HERE ARE SOME RULES FOR EXAM 1.

• 1.) IT IS A VIOLATION OF THE UNIVERSITY HONOR CODE TO, IN ANY WAY, ASSIST ANOTHER PERSON IN THE COMPLETION OF THIS EXAM. IT IS A VIOLATION OF THE UNIVERSITY HONOR CODE TO COPY ANSWERS FROM ANOTHER STUDENT'S EXAM. PLEASE KEEP YOUR OWN WORK COVERED UP AS MUCH AS POSSIBLE DURING THE EXAM SO THAT OTHERS WILL NOT BE TEMPTED OR DISTRACTED. THANK YOU FOR YOUR COOPERATION.
• 2.) No notes, books, calculator, or classmates may be used as resources for this exam.
• 3.) You will be graded on proper use of function notation.
• 4.) Put units on answers where units are appropriate.
• 5.) When graphing functions, make sure to clearly label graphs along with anything else of interest.
• 6.) Read directions to each problem carefully. Show all work for full credit. In most cases, a correct answer with no supporting work will NOT receive full credit. What you write down and how you write it are the most important means of your getting a good score on this exam. Neatness and organization are also important.


Exam 1 Practice and Solutions

Exam 1 Solutions



PRESIDENT'S DAY OPTIONAL EXTRA CREDIT problems .

EXAM 2 is Wednesday, February 27, 2013. It will cover handouts, lecture notes, and examples from class, homework assignments 7 through 15, and material from sections 4.2, 4.4-4.7, and 5.1-5.5 in the book which was presented in lecture notes through Friday, February 15, 2013. MOST of the exam questions will be homework-type, and practice exam-type questions.



TYPES OF QUESTIONS FOR EXAM 2 (THIS IS SUBJECT TO UNANNOUNCED CHANGES.)

• 1 -- State the Multiplication, Division, and Power Rules for Exponential AND Logarithmic Functions (6 Rules in All).
• 1 -- Graphing a parabola with domain, range, intercepts, and vertex
• 1 -- Graphing an exponential function with domain, range, intercepts, and asymptotes
• 1 -- Graphing a rational function with domain, range, intercepts, sign chart, and asymptotes.
• 1 -- Find titled asymptote using polynomial division
• 3 -- Solving equations or inequalities for x
• 1 -- Maximum/minimum word problem
• 2 -- Other
• 1 -- OPTIONAL EXTRA CREDIT




HERE ARE SOME RULES FOR EXAM 2.

• 1.) IT IS A VIOLATION OF THE UNIVERSITY HONOR CODE TO, IN ANY WAY, ASSIST ANOTHER PERSON IN THE COMPLETION OF THIS EXAM. IT IS A VIOLATION OF THE UNIVERSITY HONOR CODE TO COPY ANSWERS FROM ANOTHER STUDENT'S EXAM. PLEASE KEEP YOUR OWN WORK COVERED UP AS MUCH AS POSSIBLE DURING THE EXAM SO THAT OTHERS WILL NOT BE TEMPTED OR DISTRACTED. THANK YOU FOR YOUR COOPERATION.
• 2.) No notes, books, calculator, or classmates may be used as resources for this exam.
• 3.) You will be graded on proper use of function notation.
• 4.) Put units on answers where units are appropriate.
• 5.) When graphing functions, make sure to clearly label graphs along with anything else of interest, including (but not limited to) a point on the graph.
• 6.) Read directions to each problem carefully. Show all work for full credit. In most cases, a correct answer with no supporting work will NOT receive full credit. What you write down and how you write it are the most important means of your getting a good score on this exam. Neatness and organization are also important.


Exam 2 Practice and Solutions

Exam 2 Solutions



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Trigonometry Practice and Solutions


This is an OPTIONAL EXTRA CREDIT paper .



FINAL EXAM is Thursday, March 21 2013 from 8:00-10:00am and will be in Kleiber 3 (where lectures were held). It will cover handouts, lecture notes, and examples from class, homework assignments 1 through 23, and material from sections 1.1-1.4, 1.6, 1.7, 2.1-2.4, 3.1-3.6, 4.2, 4.4-4.7, 5.1-5.5, 6.1-6.3, 7.1-7.3, 8.1, 8.2, 9.1, 9.2, and 9.4 in the book which was presented in lecture. MOST of the exam questions will be homework-type, practice exam-type questions.



TYPES OF QUESTIONS FOR FINAL (THIS IS SUBJECT TO UNANNOUNCED CHANGES.)

• 1 -- Table of Reference Angles for sine, cosine, and tangent functions, State the Pythagorean Identities, and Draw the Unit Circle
• 5 -- Find exact trig values using the unit circle and identities
• 1 -- Derive equation of a line
• 1 -- Use addition formula to find exact trig value
• 1 -- Solving logarithmic or exponential equation
• 1 -- Graph parabola or rational function
• 1 -- Find domain
• 1 -- Maximum/minimum word problem
• 1 -- Inverse trig problem
• 1 -- Prove a trig equation as an identity
• 1 -- Angular and linear velocity
• 1 -- Difference quotient
• 2 -- Other
• 2 -- Optional Extra Credit




HERE ARE SOME RULES FOR FINAL.

• 1.) IT IS A VIOLATION OF THE UNIVERSITY HONOR CODE TO, IN ANY WAY, ASSIST ANOTHER PERSON IN THE COMPLETION OF THIS EXAM. IT IS A VIOLATION OF THE UNIVERSITY HONOR CODE TO COPY ANSWERS FROM ANOTHER STUDENT'S EXAM. PLEASE KEEP YOUR OWN WORK COVERED UP AS MUCH AS POSSIBLE DURING THE EXAM SO THAT OTHERS WILL NOT BE TEMPTED OR DISTRACTED. THANK YOU FOR YOUR COOPERATION.
• 2.) No notes, books, calculator, or classmates may be used as resources for this exam.
• 3.) You will be graded on proper use of function notation.
• 4.) Put units on answers where units are appropriate.
• 5.) When graphing functions, make sure to clearly label graphs along with anything else of interest, including (but not limited to) a point on the graph.
• 6.) You need NOT MEMORIZE the addition, double angle, and half angle trigonometry identities. A list for these identities, like the one on the trig practice exam, will be provided on the exam.
• 7.) Read directions to each problem carefully. Show all work for full credit. In most cases, a correct answer with no supporting work will NOT receive full credit. What you write down and how you write it are the most important means of your getting a good score on this exam. Neatness and organization are also important.



Final Practice Exam and Solutions

Thanks to Dr. Kouba for providing many problems and solutions to the practice exams.