MAC 1140 Spring 2014 Final Exam
|
|
|
- Polly Banks
- 6 years ago
- Views:
Transcription
1 MAC 1140 Spring 2014 Final Exam Section # _ Name _ UFID# _ Signature _ A. Sign your scantron on the back at the bottom in ink. B. In pencil, write and encode on your scantron in the spaces indicated: 1) Name (last name, first initial, middle initial) 2) UF ID Number 3) Section Number C. Under "special codes", code in the test ID number 5, D. At the top right of your answer sheet, for "Test Form Code", encode A. BCD E E. 1) There are twenty-three 5-point multiple choice questions 115-points. 2) The time allowed is 120 minutes. 3) You may write on the test. 4) Raise your hand if you need more scratch paper or if you have a problem with your test. DO NOT LEAVE YOUR SEAT UNLESS YOU ARE FINISHED WITH THE TEST. F. KEEP YOUR SCANTRON COVERED AT ALL TIMES. G. When you are finished: 1) Before turning in your test, check for transcribing errors. Any mistakes you leave in are there to stay. 2) Bring your test, scratch paper, and scantron to your proctor to turn them in. Be prepared to show your UF ID card. 3) Score will be posted in Sakai within a few days. The Honor Pledge: "On my honor, I have neither given nor received unauthorized aid in doing this exam." Student's Signature: _
2 .' Questions 1-23 are worth 5 points each. 6x-7) X2-1. Find the domain of f(x) = In ( x _ 7. A. (-1,00) D. (-1,7) B. (-00,1) E. (-1,7) U (7,00) C. [-1,00) 2. The function f(x) = log3(2x + 1) - 3 is one-to-one. Find its inverse function. A. f-l(x) = log3 ex;-l) B. f-l(x) = e3x+3-1 C f-1(x) 1. log3(2x + 1) x+3 1 D. f-l(x) = - 2 E. f-l(x) = 3~ 3. Simplify completely: (xy)2 _ (_y)6 y2(y2 _ x)(x + y2) A. -1 B. 0 C. X+y2 E Find the equation of a line that contains (-1, 1) and is perpendicular to the line 2x+ 3y = 7. A. y = ~x + ~ D. y = ~x + ~ B. y = -;2X + 7 E. y = lx + ~ 2 2 1A
3 1. 5. Let f(x) = 2" and g(x) = v'x + 2. Find the domain of (f 0 g)(x). x A. [-2,00) B. (-2,00) C. (-00, -2) U (-2,00) D. (-00,0) U (0, -2) U (-2,00) E. (-00,00) 6. Let f(x) = 2x+1 and g(x) = log2(x) + 3. Find (f 0 g)(x). A. (f 0 g)(x) = x D. (f 0 g)(x) = 16x B. (fog)(x)=x+4 E. (f 0 g)(x) = e2x c. (f 0 g)(x) = x f(x+h)-f(x). 7. Let f(x) = X~1. Fmd and simplify h ' given h -=I O. A. }],_1 x- B. (X!1)2 C. h D -1. (x-1)(x+h-1) E. ~ 8. A polynomial f(x) has degree 3 and a leading coefficientof 6. Which of the following are true? a. f(x) must have at least one real root. b. The graph of f(x) rises to the right. c. The graph of f(x) has a horizontal asymptote. A. b only B. a and b only C. a and conly D. band conly E. a, b, and c 2A
4 9. Represent 'The distance between x and -1 is at least 12' using absolute values. A. Ix ::12 D. Ix < 1 B. Ix ::-1 E. Ix+ 11 S; 12 C. Ix+ll2:: Completely factor and write without negative exponents: X-1/2(X-8)3/2_4x1/2(X-8)-1/2 6 (x - 16)(x - 4) (x - 8)2 A. (x(x _ 8))1/2 B. C. X1/2(X - 8)1/2 X1/2(X - 8)1/2 D. x2-20x + 64 E. (X+8)1/2+1+4x X1/2 /" 11. Let f(x) = x3-3x2 + kx + 7. Find a value for k such that x + 1 is a factor of f(x). A. 1 B. -2 C. -3 D. 2 E Suppose a population model is given by y = 2+3~~"17t. What is the initial population? A.5 B. 1+ e C. 4 D. 25 E 25." 2+3e "13. Choose the interval that contains all of the solutions to 2 x 14 x x - 2 = x2 - X - 2' A. (-3,00) D. (1,6) B. [-6,3] C. (-1,6) E. None of the above 3A
5 14. Find the inverse function f(x) = 4x A. f-l(x) = logx(~)+ 1 B. f-l(x) = {/(x + 1) - 3 C. f-l(x) = log4(x + 1) - 3 D. f-l(x) = log3(x - 4) + 1 E. f-l(x) = log4(x - 3) Write.: -. in standard form. 2-'/, 1. A. "2-'/, l+i D. 3 E. 1+ 2i 16. Let f(x) = (tx - 1//X + \). Which of the followingare true? x-3 x-6 a. The graph of f(x) has a horizontal asymptote at y = 2. b. The graph of f(x) has an x-intercept at x = 1/2. c. The graph of f(x) has an x-intercept at x = 6. A. a only D. band conly B. a and b only C. a and conly E. a, band c 17. Solve the system of equations 2x - 3y = 1 -x+4y = 7. Find the sum of x and y. A. 5 D.7 B. -6 C. 8 E. There is no solution. 4A
6 18. Consider the function f(x) = In(x - 1) + 2. Which of the following are true? a. The graph of f(x) has a horizontal asymptote at y = 2. b. The graph of f(x) has a vertical asymptote at x = 1. c. The domain of f(x) is (-00,1) U (1, (0). A. a only D. a and b only B. b only C. conly E. band conly 19. Combine the following into a single logarithm. 12log(x) + 6log(y) -log(x2) A. log(x10y6) D. log Cx~r8) B. X log(y6) E. 16log(xy) 20. Find all real solutions to the equation A. x=o D. x = log3(25) - 7 E. There is no solution. 25 B. x = «r C. x = log3(25) Bonus: An interest-baring account is compounded continuously at an annual rate of 5%. If the initial amount in the account is $450, what equation below gives the account balance after t years? A. A = 5e4,50t B. A = 450(1.05Y D. A = 450e,05t E. A = 150e,05t C. A = 450e5t 5A
7 c,' 22. Bonus: Solve the equation and simplify the solution A. x = log8(18)- B. x = 2log3 e:) - 1 c - log3(18). x og3(5) - log3(18) E. x - 21og3(5) 23. Bonus: Which interval below contains. all the solutions to the equation In(x + 5) = In(x - 1) + In(x + 1) A. [-4,-2] B. [-4, -3] c. [-5, -3] D. [1,3] E. [-2,1] 6A
8 MAC 1140 Spring 2014 Final Exam Section # _ Name _ UFID# _ Signature _ A. Sign your scantron on the back at the bottom in ink. B. In pencil, write and encode on your scantron in the spaces indicated: 1) Name (last name, first initial, middle initial) 2) UF ID Number 3) Section Number C. Under "special codes", code in the test ID number 5, D. At the top right of your answer sheet, for "Test Form Code", encode B. A C D E E. 1) There are twenty-three 5-point multiple choice questions 115-points. 2) The time allowed is 120 minutes. 3) You may write on the test. 4) Raise your hand if you need more scratch paper or if you have a problem with your test. DO NOT LEAVE YOUR SEAT UNLESS YOU ARE FINISHED WITH THE TEST. F. KEEP YOUR SCANTRON COVERED AT ALL TIMES. G. When you are finished: 1) Before turning in your test, check for transcribing errors. Any mistakes you leave in are there to stay. 2) Bring your test, scratch paper, and scantron to your proctor to turn them in. Be prepared to show your UF ID card. 3) Score will be posted in Sakai within a few days. The Honor Pledge: "On my honor, I have neither given nor received unauthorized doing this exam." aid in Student's Signature: _
9 Questions 1-23 are worth 5 points each. 1. Simplify completely: (xy)2 _ (_y)6 y2(y2 _ X)(X + y2) A. X+y2 B. X2 Y C. 1 D. -1 E Write _i - in standard form. 2-i 1+i A B. '2-1, D. 1+ 2i 3. Let f(x) = ~x - l//x + 1/. Which of the following are true? x-3 x-6 a. The graph of f(x) has a horizontal asymptote at y = 2. b. The graph of f(x) has an z-intercept at x = 1/2. c. The graph of f(x) has an x-intercept at x = 6. A. a only D. band conly B. a and b only C. a and conly E. a, band c 4. Solve the system of equations 2x - 3y = 1 -x+4y = 7. Find the sum of x and y. A.8 D.7 B. 5 C. -6 E. There is no solution. IB
10 5. Consider the function f(x) = In(x - 1) + 2. Which of the following are true? a. The graph of f(x) has a horizontal asymptote at y = 2. b. The graph of f(x) has a vertical asymptote at x = 1. c. The domain of f(x) is (-00,1) U (1,00). A. a only D. a and b only B. b only C. conly E. band conly 6. Find the equation of a line that contains (-1, 1) and is perpendicular to the line 2x + 3y = 7. A. y = -.}x + 7 D. Y = Ix +!! 2 2 B. y = 32X + ~ E. y = ~x+ ~ C Y -"2x "2 7. The functionf(x) = log3(2x + 1) - 3 is one-to-one. Find its inverse function. -1( ) _ 1 A. f x - log3(2x + 1) x+3 1 B f-l(x) = C. f-l(x) = 3xt3 D. f-l(x) = log, ex;-1) E. f-l(x) = e3x+3-1 2B
11 o. MAC Spring Final Exam 8. Combine the following into a single logarithm. 12log(x) + 6Iog(y) - log(x2) B. log ( (x~r8 ) C. 16Iog(xy) E. log(x6y6) 9. Find all real solutions to the equation A. x=o B x = log3(25) C. X = e'r D. x = log3(25) - 7 E. There is no solution Let f(x) = """2 and g(x) = Vx + 2. Find the domain of (J 0 g)(x). x A. [-2,(0) B. (-00, -2) U (-2,00) C. (-00,0) U (0, -2) U (-2,00) D. (-2,00) E. (-00,00) 11. Let f(x) = 2x+l and g(x) = log2(x) + 3. Find (J 0 g)(x). A. (J 0 g)(x) = x D. (J o.g)(x) = x + 4 B. (J 0 g)(x) = 16x E. (Jog)(x)=x+3 C. (J 0 g)(x) = e2x 38
12 12. Let f(x) = X~I' Find and simplify f(x + h~- f(x), given h =f O. A. h B. h x-i D -1. (x-l)(x+h-l) E. k C. (X!I)2 13. A polynomial f(x) has degree 3 and a leading coefficient of 6. Which of the following are true? a. f(x) must have at least one real root. b. The graph of f(x) rises to the right. c. The graph of f(x) has a horizontal asymptote. A. b only B. a and b only C. a and conly D. band conly E. a, b, and c 14. Represent 'The distance between x and -1 is at least 12' using absolute values. A. \x -12\ < 1 D. \x-12\2:-1 B. \x+1\::; 12 E. \x+ 1\2: 12 C. \x - 1\ 2: Completely factor and write without negative exponents: x-1/2(x_8)3/2_4x1/2(x_8)-1/2 (x - 8)2 A. X1/2(X _ 8)1/2 (x + 8)1/ x D. X1/2 B. x2-20x E. (x(x _ 8))1/2 C (x - 16)(x - 4). X1/2(X - 8)1/2 16. Let f(x) = x3-3x2 + kx + 7. Find a value for k such that x + 1 is a factor of f(x). A.l B. 3 C. -2 D. -3 E. 2 4B
13 17. Find the inverse function f(x) = 4x A. f-l(x) = log3(x- 4) + 1 B. f-l(x) = log4(x- 3) + 1 C. f-l(x) = logx(~)+ 1 D. f-l(x) = (l{x + 1) - 3 E. f-l(x) = log4(x+ 1) - 3 X2-6x - 7) 18. Find the domain of f (x) = In. ( x-7 A. (-1,00) D. (-1,7) B. (-00,1) E. (-1,7) U (7,(0) C. [-1,(0) 19. Suppose a population model is given by y = 2+3:5.17t. What is the initial population? A.5 B e C. 1 +e D.4 E Choose the interval that contains all of the solutions to 2 x =. x + 1 x - 2 x2 - X - 2 A. (-3, (0) D. (1,6) B. (-1,6) C. [-6,3] E. None of the above 21. Bonus: An interest-baring account is compounded continuously at an annual rate of 5%. If the initial amount in the account is $450, what equation below gives the account balance after t years? A. A = 450e5t B. A = 450e 05t C. A = 5e4.50t D. A = 450(1.05)t E. A = 150e o5t 58
14 22. Bonus: Solve the equation and simplify the solution 3x52x = log3(18) A. x og3(5) B. x = log8(18) c. x = 2log3 en - 1 D. x = log3(18) - 1-2log3(5) E x = log3(18). 21og3(5) 23. Bonus: Which interval below contains all the solutions to the equation In(x + 5) = In(x - 1) + In(x + 1) A. [-5, -3] B. [1,3] c. [-4,-3] D: [-2,1] E. [-4, -2] 68
MAC 1140 Spring Exam 1
MAC 1140 Spring 2017 Exam 1 Section # _ Name ----~----------------------- UFID# _ Signature _ A. Sign your scantron on the back at the bottom in ink. B. In pencil write and encode on your scantron in the
D. At the top right of your answer sheet, for "Test Form Code", encode B. A C D E
UFFLoRIfiA Department of Mathematics MAC2311 Exam 2B Spring 2015 A. Sign your bubble sheet on the back at the bottom in ink. B. In pencil, write and encode in the spaces indicated: 1) Name (last name,
F. KEEP YOUR BUBBLE SHEET COVERED AT ALL TIMES.
UF UNIVERSITY of Department of Mathematics FLORIDA MAC 2233 Exam 2A Spring 2017 A. Sign your bubble sheet on the back at the bottom in ink. B. In pencil, write and encode in the spaces indicated: 1) Name
MAC 2311 Spring 2010 Exam 3A. 1) Name (last name, first initial, middle initial) 2) UF ID number 3) Discussion Section number
MAC 2311 Spring 2010 Exam 3A A. Sign your scantron sheet in the white area on the back in ink. B. Write and code in the spaces indicated: 1) Name (last name, first initial, middle initial) 2) UF ID number
MAC 1147 Spring 2018
MAC 47 Spring 208 EXAM 3D A. Sign and date your scantron on the back at the bottom. B. n pencil, write and encode in the spaces indicated on your scantron: ) Name (last name, first initial, middle initial)
11 /2 12 /2 13 /6 14 /14 15 /8 16 /8 17 /25 18 /2 19 /4 20 /8
MAC 1147 Exam #1a Answer Key Name: Answer Key ID# Summer 2012 HONOR CODE: On my honor, I have neither given nor received any aid on this examination. Signature: Instructions: Do all scratch work on the
INSTRUCTIONS USEFUL FORMULAS
MATH 1100 College Algebra Spring 18 Exam 1 February 15, 2018 Name Student ID Instructor Class time INSTRUCTIONS 1. Do not open until you are told to do so. 2. Do not ask questions during the exam. 3. CAREFULLY
Lynch 2017 Page 1 of 5. Math 150, Fall 2017 Exam 1 Form A Multiple Choice
Lynch 017 Page 1 of 5 Math 150, Fall 017 Exam 1 Form A Multiple Choice Last Name: First Name: Section Number: Student ID number: Directions: 1. No calculators, cell phones, or other electronic devices
MA EXAM 1 Green February 8, You must use a #2 pencil on the mark sense sheet (answer sheet).
MA 16100 EXAM 1 Green February 8, 2016 NAME STUDENT ID # YOUR TA S NAME RECITATION TIME 1. You must use a #2 pencil on the mark sense sheet (answer sheet). 2. Be sure the paper you are looking at right
Lynch 2017 Page 1 of 5. Math 150, Fall 2017 Exam 2 Form A Multiple Choice
Lynch 2017 Page 1 of 5 Math 150, Fall 2017 Exam 2 Form A Multiple Choice Last Name: First Name: Section Number: Student ID number: Directions: 1. No calculators, cell phones, or other electronic devices
Lynch, October 2016 Page 1 of 5. Math 150, Fall 2016 Exam 2 Form A Multiple Choice Sections 3A-5A
Lynch, October 2016 Page 1 of 5 Math 150, Fall 2016 Exam 2 Form A Multiple Choice Sections 3A-5A Last Name: First Name: Section Number: Student ID number: Directions: 1. No calculators, cell phones, or
THE USE OF A CALCULATOR, CELL PHONE, OR ANY OTHER ELECTRONIC DEVICE IS NOT PERMITTED IN THIS EXAMINATION.
MATH 110 FINAL EXAM SPRING 2008 FORM A NAME STUDENT NUMBER INSTRUCTOR SECTION NUMBER This examination will be machine processed by the University Testing Service. Use only a number 2 pencil on your scantron.
MA FINAL EXAM Green December 16, You must use a #2 pencil on the mark sense sheet (answer sheet).
MA 600 FINAL EXAM Green December 6, 205 NAME STUDENT ID # YOUR TA S NAME RECITATION TIME. You must use a #2 pencil on the mark sense sheet (answer sheet). 2. Be sure the paper you are looking at right
Fall 2016 Exam 1 HAND IN PART NAME: PIN:
HAND IN PART MARK BOX problem points 0 15 1-12 60 13 10 14 15 NAME: PIN: % 100 INSTRUCTIONS This exam comes in two parts. (1) HAND IN PART. Hand in only this part. (2) STATEMENT OF MULTIPLE CHOICE PROBLEMS.
Calculus I Midterm Exam. eftp Summer B, July 17, 2008
PRINT Name: Calculus I Midterm Exam eftp Summer B, 008 July 17, 008 General: This exam consists of two parts. A multiple choice section with 9 questions and a free response section with 7 questions. Directions:
Skill 6 Exponential and Logarithmic Functions
Skill 6 Exponential and Logarithmic Functions Skill 6a: Graphs of Exponential Functions Skill 6b: Solving Exponential Equations (not requiring logarithms) Skill 6c: Definition of Logarithms Skill 6d: Graphs
MTH 132 Solutions to Exam 2 Nov. 23rd 2015
Name: Section: Instructor: READ THE FOLLOWING INSTRUCTIONS. Do not open your exam until told to do so. No calculators, cell phones or any other electronic devices can be used on this exam. Clear your desk
MATH 140 Practice Final Exam Semester 20XX Version X
MATH 140 Practice Final Exam Semester 20XX Version X Name ID# Instructor Section Do not open this booklet until told to do so. On the separate answer sheet, fill in your name and identification number
Spring 2018 Exam 1 MARK BOX HAND IN PART NAME: PIN:
problem MARK BOX points HAND IN PART - 65=x5 4 5 5 6 NAME: PIN: % INSTRUCTIONS This exam comes in two parts. () HAND IN PART. Hand in only this part. () STATEMENT OF MULTIPLE CHOICE PROBLEMS. Do not hand
MA FINAL EXAM Green May 5, You must use a #2 pencil on the mark sense sheet (answer sheet).
MA 600 FINAL EXAM Green May 5, 06 NAME STUDENT ID # YOUR TA S NAME RECITATION TIME. You must use a # pencil on the mark sense sheet (answer sheet).. Be sure the paper you are looking at right now is GREEN!
4 Exponential and Logarithmic Functions
4 Exponential and Logarithmic Functions 4.1 Exponential Functions Definition 4.1 If a > 0 and a 1, then the exponential function with base a is given by fx) = a x. Examples: fx) = x, gx) = 10 x, hx) =
MA Exam 1 Fall 2015 VERSION 01
VERSION 01 Your name Student ID # Section # and recitation time 1. You must use a # pencil on the scantron sheet (answer sheet).. Check that the cover of your Question Booklet is GREEN and that it has
d. What are the steps for finding the y intercepts algebraically?(hint: what is equal to 0?)
st Semester Pre Calculus Exam Review You will not receive hints on your exam. Make certain you know how to answer each of the following questions. This is a test grade. Your WORK and EXPLANATIONS are graded
Spring 2018 Exam 2 MARK BOX HAND IN PART NAME: PIN: INSTRUCTIONS
Spring 208 Exam 2 problem MARK BOX points HAND IN PART 0 0 4 2-5 56=4x4 6 0 7 0 NAME: PIN: % 00 INSTRUCTIONS This exam comes in two parts () HAND IN PART Hand in only this part (2) STATEMENT OF MULTIPLE
STUDENT NAME: STUDENT SIGNATURE: STUDENT ID NUMBER: SECTION NUMBER AND RECITATION INSTRUCTOR:
MA66 EXAM II SPRING 09 MARCH 5, 09 TEST NUMBER INSTRUCTIONS:. Do not open the exam booklet until you are instructed to do so.. Before you open the booklet fill in the information below and use a # pencil
MA162 EXAM III SPRING 2017 APRIL 11, 2017 TEST NUMBER 01 INSTRUCTIONS:
MA62 EXAM III SPRING 207 APRIL, 207 TEST NUMBER 0 INSTRUCTIONS:. Do not open the exam booklet until you are instructed to do so. 2. Before you open the booklet fill in the information below and use a #
Math 151, Fall 2018 Common Exam 1 Version A
Math 151, Fall 018 Common Exam 1 Version A LAST NAME (print): FIRST NAME (print): INSTRUCTOR: STUDENT ID NUMBER: Directions: 1. No calculators, cell phones, or other electronic devices may be used, and
Spring 2016 Exam 1 without number 13.
MARK BOX problem points 0 5-9 45 without number 3. (Topic of number 3 is not on our Exam this semester.) Solutions on homepage (under previous exams). 0 0 0 NAME: 2 0 3 0 PIN: % 00 INSTRUCTIONS On Problem
Hour Exam #1 Math 3 Oct. 20, 2010
Hour Exam #1 Math 3 Oct. 20, 2010 Name: On this, the first of the two Math 3 hour-long exams in Fall 2010, and on the second hour-exam, and on the final examination I will work individually, neither giving
Student s Printed Name: _Key
Student s Printed Name: _Key Instructor: CUID: Section # : You are not permitted to use a calculator on any part of this test. You are not allowed to use any textbook, notes, cell phone, laptop, PDA, or
Bishop Kelley High School Summer Math Program Course: Honors Pre-Calculus
017 018 Summer Math Program Course: Honors Pre-Calculus NAME: DIRECTIONS: Show all work in the packet. Make sure you are aware of the calculator policy for this course. No matter when you have math, this
Fall 2018 Exam 1 NAME:
MARK BOX problem points 0 20 HAND IN PART -8 40=8x5 9 0 NAME: 0 0 PIN: 0 2 0 % 00 INSTRUCTIONS This exam comes in two parts. () HAND IN PART. Hand in only this part. (2) STATEMENT OF MULTIPLE CHOICE PROBLEMS.
STUDENT NAME: STUDENT SIGNATURE: STUDENT ID NUMBER: SECTION NUMBER RECITATION INSTRUCTOR:
MA262 EXAM I SPRING 2016 FEBRUARY 25, 2016 TEST NUMBER 01 INSTRUCTIONS: 1. Do not open the exam booklet until you are instructed to do so. 2. Before you open the booklet fill in the information below and
Student s Printed Name: KEY_&_Grading Guidelines_CUID:
Student s Printed Name: KEY_&_Grading Guidelines_CUID: Instructor: Section # : You are not permitted to use a calculator on any portion of this test. You are not allowed to use any textbook, notes, cell
STUDENT NAME: STUDENT SIGNATURE: STUDENT ID NUMBER: SECTION NUMBER RECITATION INSTRUCTOR:
MA262 FINAL EXAM SPRING 2016 MAY 2, 2016 TEST NUMBER 01 INSTRUCTIONS: 1. Do not open the exam booklet until you are instructed to do so. 2. Before you open the booklet fill in the information below and
Multiple Choice Answers. MA 110 Precalculus Spring 2015 Exam 3 14 April Question
MA 110 Precalculus Spring 2015 Exam 3 14 April 2015 Name: Section: Last 4 digits of student ID #: This exam has ten multiple choice questions (four points each) and five free response questions (seven
Section Properties of Rational Expressions
88 Section. - Properties of Rational Expressions Recall that a rational number is any number that can be written as the ratio of two integers where the integer in the denominator cannot be. Rational Numbers:
Skill 6 Exponential and Logarithmic Functions
Skill 6 Exponential and Logarithmic Functions Skill 6a: Graphs of Exponential Functions Skill 6b: Solving Exponential Equations (not requiring logarithms) Skill 6c: Definition of Logarithms Skill 6d: Graphs
MTH 132 Solutions to Exam 2 Apr. 13th 2015
MTH 13 Solutions to Exam Apr. 13th 015 Name: Section: Instructor: READ THE FOLLOWING INSTRUCTIONS. Do not open your exam until told to do so. No calculators, cell phones or any other electronic devices
PRINT. 4. Be sure to write your name, section and version letter of the exam on the Scantron form.
PRINT LAST NAME INSTRUCTOR: UIN: FIRST NAME SECTION NUMBER: SEAT NUMBER: Directions. The use of all electronic devices is prohibited. 2. In Part (Problems -2), mark the correct choice on your Scantron
Spring 2018 Exam 1 MARK BOX HAND IN PART PIN: 17
problem MARK BOX points HAND IN PART -3 653x5 5 NAME: Solutions 5 6 PIN: 7 % INSTRUCTIONS This exam comes in two parts. () HAND IN PART. Hand in only this part. () STATEMENT OF MULTIPLE CHOICE PROBLEMS.
Student s Printed Name:
Student s Printed Name: Instructor: CUID: Section # : You are not permitted to use a calculator on any portion of this test. You are not allowed to use any textbook, notes, cell phone, laptop, PDA, smart
2.6 Logarithmic Functions. Inverse Functions. Question: What is the relationship between f(x) = x 2 and g(x) = x?
Inverse Functions Question: What is the relationship between f(x) = x 3 and g(x) = 3 x? Question: What is the relationship between f(x) = x 2 and g(x) = x? Definition (One-to-One Function) A function f
Final Exam C Name i D) 2. Solve the equation by factoring. 4) x2 = x + 72 A) {1, 72} B) {-8, 9} C) {-8, -9} D) {8, 9} 9 ± i
Final Exam C Name First, write the value(s) that make the denominator(s) zero. Then solve the equation. 7 ) x + + 3 x - = 6 (x + )(x - ) ) A) No restrictions; {} B) x -, ; C) x -; {} D) x -, ; {2} Add
MLC Practice Final Exam. Recitation Instructor: Page Points Score Total: 200.
Name: PID: Section: Recitation Instructor: DO NOT WRITE BELOW THIS LINE. GO ON TO THE NEXT PAGE. Page Points Score 3 20 4 30 5 20 6 20 7 20 8 20 9 25 10 25 11 20 Total: 200 Page 1 of 11 Name: Section:
MA EXAM 1 INSTRUCTIONS VERSION 01 September 13, Section # and recitation time
MA 16200 EXAM 1 INSTRUCTIONS VERSION 01 September 13, 2018 Your name Student ID # Your TA s name Section # and recitation time 1. You must use a #2 pencil on the scantron sheet (answer sheet). 2. Check
MA 161 Final Exam December 13, You must use a #2 pencil on the scantron sheet (answer sheet).
MA 161 Final Exam December 1, 016 NAME STUDENT ID # YOUR TA S NAME RECITATION TIME 1. You must use a # pencil on the scantron sheet (answer sheet).. Write the following in the TEST/QUIZ NUMBER boxes (and
MthSc 103 Test 3 Spring 2009 Version A UC , 3.1, 3.2. Student s Printed Name:
Student s Printed Name: Instructor: CUID: Section # : Read each question very carefully. You are NOT permitted to use a calculator on any portion of this test. You are not allowed to use any textbook,
MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.
Calculus I - Homework Chapter 2 Name MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. Determine whether the graph is the graph of a function. 1) 1)
Fall 2017 Exam 1 MARK BOX HAND IN PART NAME: PIN:
problem MARK BOX points HAND IN PART 0 30 1-10 50=10x5 11 10 1 10 NAME: PIN: % 100 INSTRUCTIONS This exam comes in two parts. (1) HAND IN PART. Hand in only this part. () STATEMENT OF MULTIPLE CHOICE PROBLEMS.
MA FINAL EXAM Form A December 16, You must use a #2 pencil on the mark sense sheet (answer sheet).
MA 600 FINAL EXAM Form A December 6, 05 NAME STUDENT ID # YOUR TA S NAME RECITATION TIME. You must use a # pencil on the mark sense sheet (answer sheet).. If the cover of your question booklet is GREEN,
Spring 2017 Exam 2 NAME: PIN:
MARK BOX problem points 0 10 HAND IN PART 1 10 2 10 3-10 40=8x5 11 10 12 10 NAME: PIN: 13 10 % 100 INSTRUCTIONS This exam comes in two parts. (1) HAND-IN PART. Hand-in only this part. (2) NOT TO HAND-IN
College Algebra and College Algebra with Review Final Review
The final exam comprises 30 questions. Each of the 20 multiple choice questions is worth 3 points and each of the 10 open-ended questions is worth 4 points. Instructions for the Actual Final Exam: Work
PRINTABLE VERSION. Practice Final. Question 1. Find the coordinates of the y-intercept for 5x 9y + 6 = 0. 2 (0, ) 3 3 (0, ) 2 2 (0, ) 3 6 (0, ) 5
PRINTABLE VERSION Practice Final Question Find the coordinates of the y-intercept for 5x 9y + 6 = 0. (0, ) (0, ) (0, ) 6 (0, ) 5 6 (0, ) 5 Question Find the slope of the line: 7x 4y = 0 7 4 4 4 7 7 4 4
Fall 2016 Exam 3 NAME: PIN:
MARK BOX problem points 0 18 1 12 2-11 50=10(5) 12 10 13 10 % 100 NAME: PIN: HAND IN PART INSTRUCTIONS This exam comes in two parts. (1) HAND IN PART. Hand in only this part. (2) STATEMENT OF MULTIPLE
Phy207 Exam I (Form1) Professor Zuo February 16, Signature: Name:
Phy207 Exam I (Form1) Professor Zuo February 16, 2015 On my honor, I have neither received nor given aid on this examination Signature: Name: ID number: Enter your name and Form 1 (FM1) in the scantron
Hour Exam #2 Math 3 Oct. 31, 2012
Hour Exam #2 Math 3 Oct. 31, 2012 Name (Print): Last First On this, the second of the two Math 3 hour-long exams in Fall 2012, and on the final examination I will work individually, neither giving nor
Without fully opening the exam, check that you have pages 1 through 11.
Name: Section: Recitation Instructor: INSTRUCTIONS Fill in your name, etc. on this first page. Without fully opening the exam, check that you have pages through. Show all your work on the standard response
Math 111: Final Review
Math 111: Final Review Suggested Directions: Start by reviewing the new material with the first portion of the review sheet. Then take every quiz again as if it were a test. No book. No notes. Limit yourself
Student s Printed Name:
Student s Printed Name: Instructor: CUID: Section # : You are not permitted to use a calculator on any part of this test. You are not allowed to use any textbook, notes, cell phone, laptop, PDA, or any
Math 131 Exam 2 Spring 2016
Math 3 Exam Spring 06 Name: ID: 7 multiple choice questions worth 4.7 points each. hand graded questions worth 0 points each. 0. free points (so the total will be 00). Exam covers sections.7 through 3.0
GOOD LUCK! 2. a b c d e 12. a b c d e. 3. a b c d e 13. a b c d e. 4. a b c d e 14. a b c d e. 5. a b c d e 15. a b c d e. 6. a b c d e 16.
MA109 College Algebra Fall 2018 Practice Final Exam 2018-12-12 Name: Sec.: Do not remove this answer page you will turn in the entire exam. You have two hours to do this exam. No books or notes may be
Pre-Calculus Final Exam Review Units 1-3
Pre-Calculus Final Exam Review Units 1-3 Multiple Choice Identify the choice that best completes the statement or answers the question. 1. Find the value for the function. Find f(x - 1) when f(x) = 3x
Logarithmic Functions
Name Student ID Number Group Name Group Members Logarithmic Functions 1. Solve the equations below. xx = xx = 5. Were you able solve both equations above? If so, was one of the equations easier to solve
MthSc 107 Test 1 Spring 2013 Version A Student s Printed Name: CUID:
Student s Printed Name: CUID: Instructor: Section # : You are not permitted to use a calculator on any portion of this test. You are not allowed to use any textbook, notes, cell phone, laptop, PDA, or
Goal: Simplify and solve exponential expressions and equations
Pre- Calculus Mathematics 12 4.1 Exponents Part 1 Goal: Simplify and solve exponential expressions and equations Logarithms involve the study of exponents so is it vital to know all the exponent laws.
Mission 1 Simplify and Multiply Rational Expressions
Algebra Honors Unit 6 Rational Functions Name Quest Review Questions Mission 1 Simplify and Multiply Rational Expressions 1) Compare the two functions represented below. Determine which of the following
MATH 151, SPRING 2013 COMMON EXAM II - VERSION A. Print name (LAST, First): SECTION #: INSTRUCTOR: SEAT #:
MATH 151, SPRING 2013 COMMON EXAM II - VERSION A Print name (LAST, First): SECTION #: INSTRUCTOR: SEAT #: THE AGGIE CODE OF HONOR "An Aggie does not lie, cheat, or steal, or tolerate those who do." By
MA FINAL EXAM Form A MAY 1, 2017
MA 6 FINAL EXAM Form A MAY, 7 NAME STUDENT ID # YOUR TA S NAME RECITATION TIME. You must use a # pencil on the scantron. a. If the cover of your exam is GREEN, write in the TEST/QUIZ NUMBER boxes and darken
This exam contains 9 problems. CHECK THAT YOU HAVE A COMPLETE EXAM.
Math 126 Final Examination Autumn 2011 Your Name Your Signature Student ID # Quiz Section Professor s Name TA s Name This exam contains 9 problems. CHECK THAT YOU HAVE A COMPLETE EXAM. This exam is closed
MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. C) x 8. C) y = x + 3 2
Precalculus Fall Final Exam Review Name Date Period MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. Simplify the expression. Assume that the variables
THE UNIVERSITY OF WESTERN ONTARIO
Instructor s Name (Print) Student s Name (Print) Student s Signature THE UNIVERSITY OF WESTERN ONTARIO LONDON CANADA DEPARTMENTS OF APPLIED MATHEMATICS AND MATHEMATICS Calculus 1000A Midterm Examination
MA FINAL EXAM Form B December 13, 2016
MA 6100 FINAL EXAM Form B December 1, 016 NAME STUDENT ID # YOUR TA S NAME RECITATION TIME 1. You must use a # pencil on the scantron. a. If the cover of your exam is GREEN, write 01 in the TEST/QUIZ NUMBER
Domain and Range Class Work Find the domain and range for each of the following 1. {(1,2), (3,4), (5,6)} 2. {(4,3), (3,2), (4,2)} 3. {(5,1), (3,1), (-4,1)} 4. 5. 6. 7. 8. 9. 10. 11. 12. 13. Homework Find
PreCalculus: Semester 1 Final Exam Review
Name: Class: Date: ID: A PreCalculus: Semester 1 Final Exam Review Short Answer 1. Determine whether the relation represents a function. If it is a function, state the domain and range. 9. Find the domain
Chapter 6: Exponential and Logarithmic Functions
Section 6.1: Algebra and Composition of Functions #1-9: Let f(x) = 2x + 3 and g(x) = 3 x. Find each function. 1) (f + g)(x) 2) (g f)(x) 3) (f/g)(x) 4) ( )( ) 5) ( g/f)(x) 6) ( )( ) 7) ( )( ) 8) (g+f)(x)
Geometry Placement Exam Review Revised 2017 Maine East High School
Geometry Placement Exam Review Revised 017 Maine East High School The actual placement exam has 91 questions. The placement exam is free response students must solve questions and write answer in space
Intermediate Algebra Chapter 12 Review
Intermediate Algebra Chapter 1 Review Set up a Table of Coordinates and graph the given functions. Find the y-intercept. Label at least three points on the graph. Your graph must have the correct shape.
Final Exam A Name. 20 i C) Solve the equation by factoring. 4) x2 = x + 30 A) {-5, 6} B) {5, 6} C) {1, 30} D) {-5, -6} -9 ± i 3 14
Final Exam A Name First, write the value(s) that make the denominator(s) zero. Then solve the equation. 1 1) x + 3 + 5 x - 3 = 30 (x + 3)(x - 3) 1) A) x -3, 3; B) x -3, 3; {4} C) No restrictions; {3} D)
MA EXAM 3 INSTRUCTIONS VERSION 01 April 17, Section # and recitation time
MA 16600 EXAM 3 INSTRUCTIONS VERSION 01 April 17, 2014 Your name Student ID # Your TA s name Section # and recitation time 1. You must use a #2 pencil on the scantron sheet (answer sheet). 2. Check that
Fall 2015 Exam 3 PIN: 17
MARK BOX problem points 0 10 1 10 2-6 50 7 15 8a/8b 15 NAME: PIN: 17 KEY-e-poo % 100 INSTRUCTIONS On Problem 0, fill in the blanks and boxes. As you know, if you do not make at least half of the points
Spring /02/2011. MA 109 College Algebra EXAM 4
MA 109 College Algebra EXAM 4 Spring 2011 05/02/2011 Name: Sec.: Do not remove this answer page you will turn in the entire exam. You have two hours to do this exam. No books or notes may be used. You
MA EXAM 3 Form A November 12, You must use a #2 pencil on the mark sense sheet (answer sheet).
MA 6200 EXAM 3 Form A November 2, 205 NAME STUDENT ID # YOUR TA S NAME RECITATION TIME. You must use a #2 pencil on the mark sense sheet (answer sheet). 2. If the cover of your question booklet is GREEN,
No calculators, cell phones or any other electronic devices can be used on this exam. Clear your desk of everything excepts pens, pencils and erasers.
Name: Section: Recitation Instructor: READ THE FOLLOWING INSTRUCTIONS. Do not open your exam until told to do so. No calculators, cell phones or any other electronic devices can be used on this exam. Clear
AP Calculus AB Summer Assignment
AP Calculus AB 017-018 Summer Assignment Congratulations! You have been accepted into Advanced Placement Calculus AB for the next school year. This course will count as a math credit at Freedom High School
MAC College Algebra
MAC 05 - College Algebra Name Review for Test 2 - Chapter 2 Date MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. Find the exact distance between the
MATH 1070 Test 1 Spring 2014 Version A Calc Student s Printed Name: Key & Grading Guidelines CUID:
Student s Printed Name: Key & Grading Guidelines CUID: Instructor: Section # : You are not permitted to use a calculator on any portion of this test. You are not allowed to use any textbook, notes, cell
Multiple Choice Answers. MA 110 Precalculus Spring 2016 Exam 1 9 February Question
MA 110 Precalculus Spring 2016 Exam 1 9 February 2016 Name: Section: Last 4 digits of student ID #: This exam has eleven multiple choice questions (five points each) and five free response questions (nine
Version B QP1-14,18-24, Calc ,App B-D
MATH 00 Test Fall 06 QP-,8-, Calc.-.,App B-D Student s Printed Name: _Key_& Grading Guidelines CUID: Instructor: Section # : You are not permitted to use a calculator on any portion of this test. You are
A Partial List of Topics: Math Spring 2009
A Partial List of Topics: Math 112 - Spring 2009 This is a partial compilation of a majority of the topics covered this semester and may not include everything which might appear on the exam. The purpose
Math 12 Final Exam Review 1
Math 12 Final Exam Review 1 Part One Calculators are NOT PERMITTED for this part of the exam. 1. a) The sine of angle θ is 1 What are the 2 possible values of θ in the domain 0 θ 2π? 2 b) Draw these angles
Version A QP1-14,18-24, Calc ,App B-D
MATH 100 Test 1 Fall 016 QP1-1,18-, Calc1.1-1.3,App B-D Student s Printed Name: Instructor: CUID: Section # : You are not permitted to use a calculator on any portion of this test. You are not allowed
Please print the following information in case your scan sheet is misplaced:
MATH 1100 Common Final Exam FALL 010 December 10, 010 Please print the following information in case your scan sheet is misplaced: Name: Instructor: Student ID: Section/Time: The exam consists of 40 multiple
Mock Final Exam Name. Solve and check the linear equation. 1) (-8x + 8) + 1 = -7(x + 3) A) {- 30} B) {- 6} C) {30} D) {- 28}
Mock Final Exam Name Solve and check the linear equation. 1) (-8x + 8) + 1 = -7(x + 3) 1) A) {- 30} B) {- 6} C) {30} D) {- 28} First, write the value(s) that make the denominator(s) zero. Then solve the
2. To receive credit on any problem, you must show work that explains how you obtained your answer or you must explain how you obtained your answer.
Math 50, Fall 2011 Test 3 PRINT your name on the back of the test. Directions 1. Time limit: 1 hour 50 minutes. 2. To receive credit on any problem, you must show work that explains how you obtained your
TAMU Spring Math 151, Spring 2019 Common Exam 1 Version A
TAMU Spring 019 Math 151, Spring 019 Common Eam 1 Version A LAST NAME (print): FIRST NAME (print): INSTRUCTOR: SECTION NUMBER: STUDENT ID NUMBER: Directions: 1. No calculators, cell phones, or other electronic
Tennessee State University
Tennessee State University College of Engineering and Mathematical Sciences College Algebra Final Exam Review Package In order to watch the videos with the solutions of the problems, make sure to complete
Chapter 3. Exponential and Logarithmic Functions. 3.2 Logarithmic Functions
Chapter 3 Exponential and Logarithmic Functions 3.2 Logarithmic Functions 1/23 Chapter 3 Exponential and Logarithmic Functions 3.2 4, 8, 14, 16, 18, 20, 22, 30, 31, 32, 33, 34, 39, 42, 54, 56, 62, 68,
MthSc 107 Test 1 Spring 2013 Version A Student s Printed Name: CUID:
Student s Printed Name: CUID: Instructor: Section # : You are not permitted to use a calculator on any portion of this test. You are not allowed to use any textbook, notes, cell phone, laptop, PDA, or
7.1 Exponential Functions
7.1 Exponential Functions 1. What is 16 3/2? Definition of Exponential Functions Question. What is 2 2? Theorem. To evaluate a b, when b is irrational (so b is not a fraction of integers), we approximate