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Updated Thursday May 21 at 6:20pm
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MONDAY MAY 11
Logarithmic and Exponential Equations I
Logarithmic and Exponential Equations II
Logarithmic and Exponential Equations III
Logarithmic and Exponential Equations IIII
You should now be able to work page 323 #45-60
**WEDNESDAY MAY 6
No Videos today.
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WEDNESDAY APRIL 29
Well, I spent today giving and scoring an exam in one of my other classes. Lesson learnt, it takes longer than I thought it would.
I will post tomorrow some practice problems and the solutions likely on Friday.
Here are extra examples for the Exam.
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MONDAY APRIL 27and the topics on P
THE FIRST ANNOUNCEMENT IS THAT I’M GOING TO DELAY THE EXAM UNTIL NEXT MONDAY, MAY 4 due to a combination of I don’t have all the details of the exam written yet and I don’t feel like I have adequately provided enough preparation for you guys. I’ll post some review questions later today and on Wednesday. For now, review the topics on vectors starting with dot product and the topics on exponential functions and exponential models, and the properties on properties of logarithms.
These Examples will be helpful for the Exam:
“Coefficient” Problem Example I
“Coefficient” Problem Example II
“Coefficient” Problem Example III
“Coefficient” Problem Example IIII
You do NOT need to check in every day! ONCE to let me know you are accessing the web page is all you need.
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Chapter 5
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WEDNESDAY APRIL 22
Properties of Logarithms I
Properties of Logarithms II
Properties of Logarithms III a
Properties of Logarithms III b
Properties of Logarithms III c
Properties of Logarithms III d
Properties of Logarithms III e
You should now be able to work page 316 #45-69.
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MONDAY APRIL 20
f(x)=e^x Info I
f(x)=e^x Info II
f(x)=e^x Info III
f(x)=e^x Info IIII
f(x)=e^x Info V
No assignment after these, that will some on Wednesday.
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WEDNESDAY APRIL 15
NO NEW VIDEOS TODAY. I AM RE-ARRANGING THE WEB PAGE AND SEEING TO SOME OTHER DETAILS. DEVOTE A LITTLE MORE TIME TO YOUR OTHER CLASSES! 😉
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Monday, April 13
Section 5.3
Exponential Functions I
Exponential Functions II
Exponential Functions III
Exponential Functions IIII
Exponential Functions Using a Calculator
Exponential Models I
Exponential Models II
Exponential Models III
Exponential Models IIII
You should now be able to work page 293 #107a,b #109a,b #111a,b #113, #115a,b #117a,b #119a,b
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Wednesday, April 8
Background Review
Inverse Functions I
Inverse Functions II
Inverse Functions III
Inverse Functions IIII
After these videos there is no assignment, but you should be familiar with the ideas. More to come next week
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Chapter 9
Section 9.5
Dot Product Basics
Dot Product Parallel and Orthogonal
Examples from Homework pg 629 #12 #14
Example from Homework pg 629 #20
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Projection of Vector I
Projection of Vector II
Projection of Vector III chevrons
Orthogonal Decomposition I
Orthogonal Decomposition II
Orthogonal Decomposition III
Vectors in 3-space Intro I
Vectors in 3-space Intro II
Vectors in 3-space Operations I
Vectors in 3-space Operations II
You should now be able to work on page 639, #27 – #57
Some of these items are worked out HERE.
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Section 9.7
Cross Product I
Cross Product II
Cross Product III
Cross Product IIII
Cross Product V
You should now be able to work on page 645 #7 – 39
Some of these items are worked out HERE.
Inverse Functions I
Inverse Functions II
Inverse Functions III
Inverse Functions IIII
After these videos there is no assignment, but you should be familiar with the ideas. More to come next week
Make certain you follow the link at the top of this page regarding Exam Information, read the information there, and follow the directions.
Grades are Here.
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Syllabus is a complete irrelevancy now.
Practice for Exam I is Here. (More to come) Solutions are Here and Here. More to come.
Tangents through the pole homework is Here.
Polar Graph Paper is Here. Note that the first page has two (smaller) grids per page, while the second has one (larger) grid per page.
The Trigonometric Equations from Calculus I list is Here.
You should work #1 – 17, but omit #12 and #13.
Directions for how to access the e-book are Here.
I encourage you to look up the translation of This.
This is good for any student to read, but especially if this is your first semester in college.
Text:
