MTH 141D--Homework Assignments

Exams:

• Mon, Oct 1 completed
• Wed, Oct 31 completed
• Fri, Nov 30 completed
• Final Exam, Mon, Dec 10, 11:45-2:45 in NSC 205
  

Assignments XV--Week of December 3

• Turn in Problem Set 13: (from the text book), due 12/7/18 in class on Friday
• 5.3: 8, 10, 24, 28, 62, 64
• 5.4: 30, 32, 38, 42
• 5.5: 2, 6, 8, 11, 13, 14, 15, 16, 18
• 4.4: 22, 44, 51, 57
• LAST NAME FIRST
• Quiz (Mon Recitation): 
• 5.3, 5.4
  
• Quiz (Wed Recitation):
• No quiz in recitation this week
• Recitation will meet to review
• Quiz (Fri Recitation):  
  
• No quiz in recitation this week
• Recitation will meet to review
• OnLine Problems: WebAssign
  
• 141 HW 36 (due 12/03/2018 by 10:40 AM)
• 141 HW 37 (due 12/05/2018 by 10:40 AM)
• 141 HW 38 (due 12/07/2018 by 10:40 AM)
• Final Exam: Monday, December 10

Final Exam--Monday, December 10, 11:45-2:45 in NSC 205

• Covers:  Sections 1.3, 2.1 - 2.8, 3.1 - 3.6, 3.8, 4.1 - 4.3, 4.7, 4.9, 5.1 - 5.5, 4.4
• Note: the following list of topics is more or less what you should know
• If a topic seems to left off by mistake, please notify your TA or instructor
• Composition
• Precise definitions and how to use them for
• limit as x goes to a of f(x) = L
• limit as x goes to a of f(x) = infinity
• limit as x goes to infinity of f(x) = L
• limit as x goes to infinity of f(x) = infinity
• continuity
• derivative
• Proof of sum and product rules for derivatives
• Precise definition of derivative and how to use it
• All the derivative rules, implicit differentiation, logarithmic differentiation
• Exponential growth/decay and Newton's Law of Cooling
• The derivatives and how to derive them of the trig functions, the inverse trig functions, ln x, log_a x, a^x
• Maximum and Minimum Values
• Note: a value is a y, it is achieved at an x
• Rolle's Theorem, The Mean Value Theorem, Proof for: y' = 0 implies y is constant
• Increasing, decreasing, concave up, down, local max/min, absolute max/min
• Proof that y' > 0 implies y is increasing, etc.
• Curve Sketching
• Optimization Problems & Applications
• Objective function
• Constraint equation
• Write answer in full, grammatically correct sentence
• Anti-derivatives, indefinite integrals, finding C
• Don't forget "+ C" in indefinite integrals
• No "+ C" in definite integrals
• -2 points for every "+ C" mistake (not having one when you should, having one when you shouldn't)
• Rectilinear Motion
• Areas and Distances
• Upper and lower estimates
• The Definite Integral
• Definition
• Riemann sums
• Properties of the Definite Integral
• Evaluating Integrals
• The Midpoint Rule
• 1st Fundamental Theorem of Calculus
• includes finding derivatives of integrals with varying limits of integration, e.g. Integral from x^3 to sin x of some function of t
• 2nd Fundamental Theorem of Calculus
• including proof
• finding exact areas without using limits
• Finding indefinite integrals of x^n, 1/x, e^x, sin x, cos x, 1/(1 + x^2), 1/sqrt (1 - x^2)
• Using the Net Change Theorem
• Substitution
• Check your answers or use "Guess and Check Method"
• Integral of x sqrt(1 + x) dx by substitution
• Go over integrals of the form Integral of (e^x)/(1 + e^x) dx or Integral of (sin x)/(5 + cos x) dx
• L'Hospital's Rule
• Calculators: Only non-programmable, non-graphing, non-alphanumeric are allowed on exams

Coming Attractions (tentative future assignments):

• Turn in Problem Set 13: (from the text book), due 12/07/18 in class
• TBA

Assignments I--Week of August 27

• Recitation will meet this week, but no quizzes this week
• Quiz (Mon Recitation): No quiz this week.
• Quiz (Wed Recitation): No quiz this week.
• Quiz (Fri Recitation):   No quiz this week.
• Read: 1.1-1.3
• OnLine Problems: WebAssign
  
• 141 HW 01 (due 08/29/2018 by 10:40 AM)
• 141 HW 02 (due 08/31/2018 by 10:40 AM)
• Turn in Problem Set 1: (from the text book), due 09/05/18 in class
• 1.3: 36
• 2.1: 6
• 2.2: 8, 52
• Be sure your papers are stapled together if more than 1 sheet
• Be sure your last name is written first at the top of the first sheet

Assignments II--Week of September 3

• No classes on Monday, September 3 (Labor Day)
• Turn in Problem Set 1: (from the text book), due 09/05/18 in class
• 1.3: 36
• 2.1: 6
• 2.2: 8, 52
• Be sure your papers are stapled together if more than 1 sheet
• Be sure your last name is written first at the top of the first sheet
• Quiz (Wed Recitation): 1.3 (composition), 2.1, 2.2
• Quiz (Fri Recitation):   1.3 (composition), 2.1, 2.2, 2.3
• OnLine Problems: WebAssign
  
• 141 HW 03 (due 9/5/2018 by 10:40 AM)
• 141 HW 04 (due 9/7/2018 by 10:40 AM)

Assignments III--Week of September 10

• Turn in Problem Set 2: (from the text book), due 09/12/18 in class [note change in due date]
• 2.3: 16, 32, 59, 62
• 2.4: 6, 19, 26
• Be sure your papers are stapled together if more than 1 sheet
• Be sure your last name is written first at the top of the first sheet
• Quiz (Mon Recitation):  1.3 (composition), 2.1, 2.2, 2.3
• Quiz (Wed Recitation): 2.2, 2.3, 2.4 (including precise definition of limit)
• Quiz (Fri Recitation):   2.3, 2.4 (including precise definition of limit), beginning of 2.5--including definition of continuity
• OnLine Problems: WebAssign
  
• 141 HW 05 (due 9/10/2018 by 10:40 AM)
• 141 HW 06 (due 9/12/2018 by 10:40 AM)
• 141 HW 07 (due 9/14/2018 by 10:40 AM)

Assignments IV--Week of September 17

• Turn in Problem Set 3: (from the text book), due 09/19/18 in class
• 2.5: 16, 30, 39, 48, 54, 56, 58, 62
• Be sure your papers are stapled together if more than 1 sheet
• Be sure your last name is written first at the top of the first sheet
• Quiz (Mon Recitation): 
• 2.4 (including precise definition of limit)
• 2.5--including definition of continuity
• Quiz (Wed Recitation):
• 2.5--including definition of continuity
• 2.6--including precise definition of limit as x goes to infinity of f(x) = L
• Quiz (Fri Recitation):  
• 2.5--including definition of continuity
• 2.6--including precise definition of limit as x goes to infinity of f(x) = L
• 2.7--including limit definition of derivative
• OnLine Problems: WebAssign
  
• 141 HW 08 (due 9/17/2018 by 10:40 AM)
• 141 HW 09 (due 9/19/2018 by 10:40 AM)
• 141 HW 10 (due 9/21/2018 by 10:40 AM)

Assignments V--Week of September 24

• Turn in Problem Set 4: (from the text book), due 09/26/18 in class
• 2.6: 6, 14, 22, 78
• 2.7: 5, 21, 33
• 2.8: 2, 25
• 3.1: 18, 35, 45
• Be sure your papers are stapled together if more than 1 sheet
• Be sure your last name is written first at the top of the first sheet
• Quiz (Mon Recitation): 
• 2.6--including precise definition of limit as x goes to infinity of f(x) = L
• 2.7--including limit definition of derivative
• 2.8
• Quiz (Wed Recitation):
• 2.7--including limit definition of derivative
• 2.8
• 3.1
• Quiz (Fri Recitation):  
  
• 2.8
• 3.1
• 3.2
  
• OnLine Problems: WebAssign
  
• 141 HW 11 (due 9/24/2018 by 10:40 AM)
• 141 HW 12 (due 9/26/2018 by 10:40 AM)
• 141 HW 13 (due 9/28/2018 by 10:40 AM)

Assignments VI--Week of October 1

• Exam I: Monday, October 1 at 11:00 AM in NSC 205
• Turn in Problem Set 5: (from the text book), due 10/03/18 in class
• 3.1: 26, 56
• 3.2: 20, 28, 32, 42
• LAST NAME FIRST
• Quiz (Mon Recitation): 
• No quiz this week in Monday recitation
• Quiz (Wed Recitation):
• 3.1 (Exponential functions; starts p 177)
• Includes finding derivative of a^x
• 3.2
• Quiz (Fri Recitation):  
  
• 3.1 (Exponential functions; starts p 177)
• Includes finding derivative of a^x
• 3.2
• 3.3 including statement of the Chain Rule
  
• OnLine Problems: WebAssign
  
• No online homework for Monday, Oct 1
• 141 HW 14 (due 10/03/2018 by 10:40 AM)
• 141 HW 15 (due 10/05/2018 by 10:40 AM)

Assignments VII--Week of October 8

• Turn in Problem Set 6: (from the text book), due 10/10/18 in class
• 3.3: 3, 8, 12, 19, 53
• 3.4: 4, 15, 39, 40, 46
• LAST NAME FIRST
• Quiz (Mon Recitation): 
• 3.1 (Exponential functions; starts p 177)
• Includes finding derivative of a^x
• 3.3 including statement of the Chain Rule
• 3.4 including finding derivatives of trig functions
• Quiz (Wed Recitation):
• 3.3 including statement of the Chain Rule
• 3.4 including finding derivatives of trig functions
• 1.5 definition of inverse function, finding inverse functions
• Quiz (Fri Recitation):  
  
• 3.4 including finding derivatives of trig functions
• 1.5 including definition of inverse function, finding inverse functions, graphing inverse functions
• OnLine Problems: WebAssign
  
• 141 HW 16 (due 10/08/2018 by 10:40 AM)
• 141 HW 17 (due 10/10/2018 by 10:40 AM)
• 141 HW 18 (due 10/12/2018 by 10:40 AM)

Assignments VIII--Week of October 15

• Turn in Problem Set 7: (from the text book), due 10/17/18 in class
• 1.5: 5, 12, 16, 26, 68a, 69
• 3.5: 4
• LAST NAME FIRST
• Quiz (Mon Recitation): 
• 1.5 including definition of inverse function, finding inverse functions, graphing inverse functions
• 1.5 inverse trig functions
• Quiz (Wed Recitation):
• 1.5 graphing inverse functions
• 1.5 inverse trig functions
• 3.5 Implicit differentiation
• Quiz (Fri Recitation):  
  
• 3.5 Implicit differentiation
• 3.6 Derivatives of a^x, ln x, log_a x
• OnLine Problems: WebAssign
  
• 141 HW 19 (due 10/15/2018 by 10:40 AM)
• 141 HW 20 (due 10/17/2018 by 10:40 AM)
• 141 HW 21 (due 10/19/2018 by 10:40 AM)

Assignments IX--Week of October 22

• Turn in Problem Set 8: (from the text book), due 10/24/18 in class
• 3.5: 6, 22, 24, 27, 56, 79
• 3.6: 7, 11, 17, 30, 31
• LAST NAME FIRST
• Quiz (Mon Recitation): 
• 3.5 Implicit differentiation
  3.6 Derivatives of a^x, ln x, log_a x, logarithmic differentiation
• Quiz (Wed Recitation):
• 3.6 Derivatives of a^x, ln x, log_a x, logarithmic differentiation
• Quiz (Fri Recitation):  
  
• 3.6 logarithmic differentiation
• 3.8
• OnLine Problems: WebAssign
  
• 141 HW 22 (due 10/22/2018 by 10:40 AM)
• 141 HW 23 (due 10/24/2018 by 10:40 AM)
• 141 HW 24 (due 10/26/2018 by 10:40 AM)

Assignments X--Week of October 29

• Turn in Problem Set 9: (from the text book), due 10/31/18 in class
• 3.6: 40, 42, 47, 48
• 3.8: 7, 11, 12, 16, 21
• LAST NAME FIRST
• Quiz (Mon Recitation): 
• 3.8
• Quiz (Wed Recitation):
• No quiz
• Quiz (Fri Recitation):  
  
• 4.1
• OnLine Problems: WebAssign
  
• 141 HW 25 (due 10/29/2018 by 10:40 AM)
• No online homework due (due 10/17/2018 by 10:40 AM)
• 141 HW 26 (due 11/2/2018 by 10:40 AM)

Assignments XI--Week of November 5

• Turn in Problem Set 10: (from the text book), due 11/07/18 in class
• 4.1: 32, 37, 43, 73, 77
• 4.2: 27, 33, 37
• LAST NAME FIRST
• Quiz (Mon Recitation): 
• 4.1, 4.2 through Rolle's Theorem
  
• Quiz (Wed Recitation):
• 4.1
• 4.2 Rolle's and Mean Value Theorems
• Quiz (Fri Recitation):  
  
• 4.2 Rolle's and Mean Value Theorems
• OnLine Problems: WebAssign
  
• 141 HW 27 (due 11/05/2018 by 10:40 AM)
• 141 HW 28 (due 11/07/2018 by 10:40 AM)
• 141 HW 29 (due 11/09/2018 by 10:40 AM)

Assignments XII--Week of November 12

• Turn in Problem Set 11: (from the text book), due 11/14/18 in class
• 4.2: 17, 22, 28, 32, 38
• 4.3: 8, 11, 13, [20 do but don't turn in], 27, 75
• LAST NAME FIRST
• Quiz (Mon Recitation): 
• 4.2 including Mean Value Theorem
• 4.3 Curve Sketching
  
• Quiz (Wed Recitation):
• 4.3
• Quiz (Fri Recitation):  
  
• 4.3, 4.7
• OnLine Problems: WebAssign
  
• 141 HW 30 (due 11/12/2018 by 10:40 AM)
• 141 HW 31 (due 11/14/2018 by 10:40 AM)
• 141 HW 32 (due 11/16/2018 by 10:40 AM)

Assignments XIII--Week of November 19

• Quiz (Mon Recitation): 
• 4.7
  
• Quiz (Wed Recitation):
• no quiz
• Quiz (Fri Recitation):  
  
• no quiz
• OnLine Problems: WebAssign
  
• 141 HW 33 (due 11/19/2018 by 10:40 AM)
• No online for 11/21/2018
• No online for 11/23/2018

Assignments XIV--Week of November 26

• Turn in Problem Set 12: (from the text book), due 11/30/18 in class at the exam
• 4.7: 17, 25, 36, 42
• 5.1: 4
• 5.2: 27, 41, 42
• LAST NAME FIRST
• Quiz (Mon Recitation): 
• 4.9
  
• Quiz (Wed Recitation):
• 4.7, 4.9, TBA
• Quiz (Fri Recitation):  
  
• No quiz this week in Friday recitation
• OnLine Problems: WebAssign
  
• 141 HW 34 (due 11/26/2018 by 10:40 AM)
• 141 HW 35 (due 11/28/2018 by 10:40 AM)
• No online for 11/30/2018
• Exam III: Friday, November 30

Exam I--Monday, October 1:

• Covers:  Sections 1.3, 2.1-2.8, 3.1, 3.2
• Includes precise definitions and how to use them for
• limit as x goes to a of f(x) = L
• limit as x goes to a of f(x) = infinity
• limit as x goes to infinity of f(x) = L
• limit as x goes to infinity of f(x) = infinity
• continuity
• derivative
• Proof of sum and product rules for derivatives
• Includes lectures, homework (online and written), quizzes
• Notes: No books or notes
  
• Calculators: Only non-programmable, non-graphing, non-alphanumeric are allowed on exams
• No quiz on Monday in Monday Recitation
• No online homework for Monday

Exam II--Wednesday, October 31:

• Covers:  Sections 3.1 - 3.6, 3.8
• Includes precise definition of derivative and how to use it
• Includes all the derivative rules, implicit differentiation, logarithmic differentiation
• Includes the derivatives and how to derive them of the trig functions, the inverse trig functions, ln x, log_a x, a^x
• Includes lectures, homework (online and written), quizzes
• Notes: No books or notes
  
• Calculators: Only non-programmable, non-graphing, non-alphanumeric are allowed on exams
• No quiz on Wednesday in Wednesday Recitation
• No online homework for Wednesday

Exam III--Friday, November 30:

• Covers:  Sections 4.1 - 4.3, 4.7, 4.9, 5.1, 5.2
• Maximum and Minimum Values
• Note: a value is a y, it is achieved at an x
• Rolle's Theorem, The Mean Value Theorem, Proof for: y' = 0 implies y is constant
• Increasing, decreasing, concave up, down, local max/min, absolute max/min
• Proof that y' > 0 implies y is increasing, etc.
• Curve Sketching
• Optimization Problems & Applications
• Objective function
• Constraint equation
• Write answer in full, grammatically correct sentence
• Anti-derivatives, indefinite integrals, finding C
• Don't forget "+ C" in indefinite integrals
• No "+ C" in definite integrals
• -2 points for every "+ C" mistake (not having one when you should, having one when you shouldn't)
• Rectilinear Motion
• Areas and Distances
• Upper and lower estimates
• The Definite Integral
• Definition
• Riemann sums
• Properties of the Definite Integral
• Evaluating Integrals
• The Midpoint Rule
• Calculators: Only non-programmable, non-graphing, non-alphanumeric are allowed on exams
• No quiz on Friday in Friday Recitation
• No online homework for Friday