MHF4U Advanced Functions
Link to Ms. Mitchells webpage
Link to: Unit 1, Unit 2, Unit 3
Unit 4, Unit 5, Unit 6
Unit #5: Exponential
and Logarithmic Functions
page 308 # 
1, 2 5 7 8 12 
Graph an Exponential Functions Graph an Inverse Apply Transformations to Functions 
Page 362 # 
1 4 5, 6 7 
Apply the Exponent Laws Solve Quadratic Equations Simplify a Radical Expression 
TOPIC 
Text 
Day 
Homework Questions 
Equations and Graphs of Exponential
Functions

6.1 
1 
Page
318 #1, 2, 7 
Solving Exponential
Equations 
7.1 & 7.2 
2 
Page
368 #1 6, 10, 15 
Introduction to Logarithms 
6.1 & 6.2 
3 
Page
318 #5, 8, 19, 20 
Transformations of
Logarithms 
6.3 
4 
Page
338 #1, 3 8, 13bc, 17, 20 
Power Law and Change of
Base Formula 
6.4 & 7.2 
5 
Page
347 #1 6, 9, 10, 15, 20 
Product and Quotient Laws 
7.3 
6 
Page
384 #3 7, 9, 10 
QUIZ NO
CALCULATORS 
Date: 
FRIDAY, DECEMBER 14,
2018 

Solving Exponential
Equations using Logarithms 
7.1 & 7.2 
7 
Page 368 #7, 11, 12 ***14 the probability should be entered as a
decimal, not a percent 
Solving Logarithmic
Equations 
7.4 
8 
Page
391 #1 3, 5, 6, 9, 11a, 13 
Applications of Logarithms 
6.5 
9 
Page
353 #1, 2, 6 12, 19, 22 
Sketching General Logs and
more Solving Logarithmic Equations 
10 
Handout: Sketching Logarithmic Functions 

Review Day 1

11 
Page 356 #1 4, 6, 8, 9, 11 18 Extra Handouts: 

Review Day 2

12 
Page 356 #1 4, 6, 8, 9, 11 18 Solving
Exponential Equations 

Review Day 3

13 
Page 356 #1 4, 6, 8, 9, 11 18 Solving
Exponential Equations 

UNIT #5 TEST

Date: 
WEDNESday, JANUARY 9, 2018 
Learning
Targets:
¨ Understand
that finding a logarithm is the reverse operation of exponentiation
¨ Recognize
the relationship between an exponential function and the corresponding
logarithmic function
¨ Identify
the key features of the graphs of logarithmic functions of the form
¨ Evaluate
simple logarithmic expressions
¨ Determine
the approximate logarithm of a number to any base
¨ Solve
simple exponential equations by rewriting them in logarithmic form
¨ Use
the exponent laws to determine the laws of logarithms and then simplify and evaluate
numerical expressions using these laws
¨ Determine
the roles of the parameters, a, k, d, c
in functions of the form
¨ Solve
problems based on realworld applications of exponential and logarithmic
functions
¨ Simplify
equivalent algebraic expressions involving logarithms and exponents
¨ Solve
exponential equations by determining a common base and by using logarithms
¨ Solve
exponential and logarithmic equations in one variable
¨ Solve
problems based on realworld applications of exponential and logarithmic
functions