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School: Air Force Academy
Math 100.6: Mathematics for Education Students Course Information Term: Lectures: Lecture Location: Term 1-2009 Spring & Summer Session Monday-Friday: 8:30 a.m. to 10:50 a.m. EDUC 1022 Contact Information Instructor: Email: Website: Office Hours: Of
School: Air Force Academy
1 iversitas Un DEO ET PATRI Assignment #10- Derivatives of Logarithmic and Exponential Functions Find f (x) and f (x) if: (1) f (x) = ln x2 + 1 x3 - 1 f (x) = ln x 2 + 1 - ln x 3 - 1 , = 3x 2 2x x 3 - 1 - 3x 2 x 2 + 1 2x 4 - 2x - 3x 4 - 3x 2 2x - 3
School: Air Force Academy
2002 D.W.MacLean: Sketching Functions with Rational Powers-1 Sketching Functions with Rational Powers When dealing with functions containing fractional powers special attention must be given to determining the domain of the function. It is crucial t
School: Air Force Academy
School: Air Force Academy
UNIVERSITY OF SASKATCHEWAN Department of Mathematics & Statistics Mathematics 101.3 Quiz #1 October 4, 2000 Time:50 minutes Instructor: Doug MacLean CLOSED BOOK - NO CALCULATORS PERMITTED Each question is worth 4% The possible answers to all questio
School: Air Force Academy
Some additional Topics Distributions of functions of Random Variables Gamma distribution, 2 distribution, Exponential distribution Therorem Let X and Y denote a independent random variables each having a gamma distribution with parameters ( , 1) a
School: Air Force Academy
Math 100.6: Mathematics for Education Students Course Information Term: Lectures: Lecture Location: Term 1-2009 Spring & Summer Session Monday-Friday: 8:30 a.m. to 10:50 a.m. EDUC 1022 Contact Information Instructor: Email: Website: Office Hours: Of
School: Air Force Academy
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School: Air Force Academy
University of Saskatchewan Department of Mathematics & Statistics Arts & Science MATH 110.3 Section 97 Course Outline for September to December 2008 Lectures: Tue: 10:30am 11:50am, Thu: 4:00pm-5:20pm Labs: Tue: TBA Note: Students are required to regi
School: Air Force Academy
Math 100.6: Mathematics for Education Students Course Information Term: Lectures: Room: 2007 08 Regular Term Thursday: 10:00 a.m. to 12:50 p.m. TBA Contact Information Instructor: Email: Website: Office Hours: Office Location: Mr. Michael Szafron s
School: Air Force Academy
Section 3-4: Present Value of an Ordinary Annuity PV= PMT [ 1-(1 + i)n] i Where: PV= Present Value PMT= Periodic Payment i = interest rate per period n = number of periods Formula: In an annuity, payments are being made over time. Therefore it is imp
School: Air Force Academy
Math 100.6: Mathematics for Education Students Course Information Term: Lectures: Lecture Location: 2008 09 Regular Term Thursday: 10:00 a.m. to 12:50 p.m. TBA Contact Information Instructor: Email: Website: Office Hours: Office Location: Mr. Micha
School: Air Force Academy
Inverse Trigonometric Functions The trigonometric functions are not one-to-one. By restricting their domains, we can construct one to-one functions from them. For example, if we restrict the domain of sin x to the interval , 2 2 1 inv we have a one
School: Air Force Academy
Name: S.N.: St. Peter's College MATH 110.3: Calculus I Instructor: M. Szafron Test #1 (90 minutes) September 30, 2003 1. 2. 3. Calculators MAY NOT be used to assist you during this quiz. Cheating on an examination is considered a serious offenc
School: Air Force Academy
MATH 110.3 (07) T1, 200506: CALCULUS I Quiz Nine November 17, 2005 40 Minutes No books, notes or calculators are allowed. Show all your work. You must demonstrate you know the procedure used to obtain an answer to a particular problem. Keep the que
School: Air Force Academy
University of Saskatchewan Department of Mathematics & Statistics MATH 223.3 Final Instructors: (01) P. J. Browne December 9, 2000 (03) B. Friberg (05) H. Teismann Time: 2:00-5:00 pm This is an open book exam. Students may use Stewart: Calculus.
School: Air Force Academy
University of Saskatchewan Department of Mathematics and Statistics MATH 224.3 - 2008 Spring and Summer Since this is a formal assessment at the University of Saskatchewan, all examination rules shall apply. There shall be NO COMMUNICATION WHATSOEVER
School: Air Force Academy
University of Saskatchewan Department of Mathematics & Statistics Instructor: B. Friberg MATHEMATICS 100.6 (01) TERM TEST #3 CLOSED BOOKS, NO NOTES CALCULATORS ALLOWED Properly encode your correct student number and your intended answers on the blue
School: Air Force Academy
University of Saskatchewan Department of Mathematics & Statistics Instructor: B. Friberg MATHEMATICS 100.6 (01) TERM TEST ONE Time: 50 min. October 12, 2001 CLOSED BOOKS, CLOSED NOTES AND NO CALCULATORS All questions are worth 1 mark Total 17 marks
School: Air Force Academy
School: Air Force Academy
School: Air Force Academy
School: Air Force Academy
Examples of Log Equation Calculations-II-1 (1) (2) (3) (4) (5) (6) Solve for f if e3t = 2 t f Solution Solve for f if e3t = 2 f t Solution Solve for f if e(ln 3)t = 2 f t Solution Solve for f if e(ln 5)t = 10 t f Solution Solve for f i
School: Air Force Academy
Exercises for Sketching Quartics-1 Exercises for Sketching Quartics Sketch the graphs of: (1) (2) (3) (4) (5) (6) (7) (8) y = f (x) = x 4 2x 3 x 2 + 2x. Solution y = f (x) = x 4 + x 3 x 2. Solution y = f (x) = x 4 8x 2 + 16. Solution y
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Exercises for Logs-I-1 Exercises for Logs-I Simplify: (1) (2) (3) (4) log2 1024 Solution log3 1 81 Solution log10 100, 000, 000 Solution log10 1 1, 000, 000, 000 Solution Exercises for Logs-I-2 (5) (6) (7) (8) log7 49 Solution log7 3
School: Air Force Academy
Solutions for Lab #5 Section 2 6.2 -6 ln 10 + 1 1 ln 9 = ln 10 + ln 9 2 = ln 10 + ln 3 = ln(10)(3) = ln 30 2 6.2 -8 ln x + a ln y b ln z = ln x + ln y a ln zb = ln xy a zb 6.2 -10 This is the graph of y = ln x (see Figure 4, p.379), plus its re