Math 106 Applied Calculus.
Math
106 Syllabus,
Term 241
(2024-2025)
Students Grades, quizzes, old quizzes and Solutions
Grading
Policy:
https://darajati.kfupm.edu.sa/ First major Solution
Math 106 Exam II
Information (Term 241)
Date: Monday, Nov. 18, 2024
Time: 6:00-7:30 pm
Duration: 90 minutes.
Place: Male: Building 54 – Partition 8 columns 36&39 .
Female: Building 54 – Partition 10 column 50.
Check Online HW in BB for your seat number one day before the exam
date.
Material: Sections 12.5-14.3 (As mentioned in the syllabus)
Exam Type: 15 MCQ
Important Instructions for Students:
• Do not bring any mobile, smart watch, or any electronic device to the exam
hall. A violation of this will be considered an attempt of cheating.
• Bring your KFUPM ID (or National/Iqama ID, or Driver’s license) with you.
Otherwise, you will not be allowed to take the exam. As mobiles are not
allowed in the exam, TAWAKALNA cannot be checked.
• Know your room number. Sitting in a room\place different from the one
assigned to you will be considered a means of cheating.
• Come to the exam hall at least 30 minutes before the start of the exam.
• If you have a medical situation (e. g., being diabetic) that urges you to go
to
the bathroom, please bring an evidence (e. g., a medical report).
Chapter 10: Limits and Continuity
11.2 Rules for differentiation
11.3 The derivative as a rate of change
11.4 Product & quotient rule Exercises
11.5 The chain rule & the power rule Exercises Example
Chapter 12: Additional Differentiation Topics
12.1 Derivatives of Logarithmic Functions
12.2 Derivatives of Exponential Functions
12.3 Elasticity of Demand
12.4 Implicit Differentiation Exercises
12.5 Logarithmic Differentiation Exercises
12.6 Newton’s Method
13.2) Absolute Extrema on a Closed Interval
13.4) The Second-Derivative Test
13.6) Applied Maxima and Minima
14.3 Integration with Initial Conditions
14.4 More Integration Formulas
14.5 Techniques of Integration
14.6 The Definite Integral
14.7 The Fundamental Theorem of Calculus
14.8 Approximation Integration
Handouts: Differentiation and Integration of Trigonometric Functions
Chapter 15: Methods and Applications of Integration
Table (Appendix B) of selected Integral
Chapter 17: Multivariable Calculus
17.4) Higher-Order Partial Derivarives
17.6) Maxima and Minimafor Functions of Two Variables