Calculus Daily Homework Assignment Sheet – Chapter 3
How do I find rates of change? – Part 2
Date
Topic
3.1 Implicit Differentiation
Assignment
p190: 1-9 odd
How do I find derivatives implicitly?
3.1 Implicit Differentiation
pp190-191: 13, 15, 16, 25, 29, 32
How do I find derivatives implicitly?
3.2: Derivatives of Logarithmic Functions
pp195-196: 1-25 odd
How do I find the derivative of logarithmic functions?
3.2: Derivatives of Logarithmic Functions
p196: 27, 29, 35-38, 41
How do I find the derivative of logarithmic functions?
3.3: Derivatives of Exponential and Inverse
Trigonometric Functions
p202: 15-35 odd
How do I find the derivative of exponential functions?
3.3: Derivatives of Exponential and Inverse
Trigonometric Functions
3.3 Worksheet
How do I find the derivative of inverse functions?
3.3: Derivatives of Exponential and Inverse
Trigonometric Functions
pp202-203: 37-51 odd, 59
How do I find the derivative of inverse trigonometric
functions?
Test on 3.1-3.3
3.4: Related Rates
Standardized Test Practice:
3.1-3.3
pp208-209: 1-9 odd
How do I solve related rate problems?
3.4: Related Rates
p209: 11-21 odd
How do I solve related rate problems?
3.4: Related Rates
p210: 24, 25, 27, 29
How do I solve related rate problems?
3.5: Local Linear Approximation; Differentials
3.5 Worksheet
How do I use a local linear approximation to approximate
a value of a function?
3.5 Local Linear Approximation; Differentials
pp218-219: 37-45 odd, 51-59
odd, 63
How do I use differentials for error analysis?
Review for Chapter 3 test
Chapter 3 Take-home test
Chapter 3 test
none
Topic: Topics in Differentiation
Class: Calculus
Unit Essential Question(s):
Optional
Instructional Tools:
How do I find rates of change?
Key Learning:
Students will extend the process of differentiation to
functions that are difficult or impossible to differentiate
directly. Using this process, they will develop more
derivative formulas for logarithmic, exponential, and
inverse trig functions. Students will then begin some
applications of the derivative that involve rates of
change, and differentials.
Concept
Derivatives
Concept
Lesson Essential Questions:
How do I find derivatives
implicitly?
How do I solve related
rate problems?
How do I find the
derivative of logarithmic
functions?
How do I use a local
linear approximation to
approximate the value
of a function?
Vocabulary:
dy/dx
logarithm
inverse
exponential
inverse sine
inverse cosine
inverse tangent
inverse cotangent
inverse secant
inverse cosecant
Concept
Concept
Applications of
Derivatives
Lesson Essential Questions:
How do I find the
derivative of inverse
functions?
Textbook
Graphing calculator
Flipcharts
Websites
How do I use
differentials for error
analysis?
Vocabulary:
Local linear
approximation
Differential
Tangent line
Secant line
Lesson Essential Questions:
Lesson Essential Questions:
Vocabulary:
Vocabulary: