Summative Review and Instructions
Summative instruction sheet
Summative practice questions
Review for test/Work period
Topic
Work
Exponent Laws
Ch. 4.3 p. 228 #5bdf
Mid-chapter 4 review p. 239 #5ac, 9df, 10ce
Sinusoidal Applications
Ch. 6.7 p. 398 #2, 5, 8, 10
chapter 6 Review p. 404 #6 (try without a graphing calc if possible)
If you’re looking for more, most other questions in ch. 6.7 are good. Could also do chapter review p. 405 #13
Exponential Applications
Ch. 4.7 p. 261 #3, 4, 6, 9, 10, 15, 16a
If you’re looking for more, most other questions in ch. 4.7 are good. Could also do review p. 269 #14-17
Exponent Laws - work period
Continue board work from yesterday, or try the following:
ch 4.3 p. 229 #6
ch 4.4 p. 236 #6, 9
Mid-chapter review p. 239 #5, 9, 10, 12
Applications of Sinusoidal Functions
Worksheet found here
We will working on this tomorrow as well
Building Sinusoidal Equations
We will do some variation of this sheet.
Your homework over the weekend is to do no math whatsoever
Test
Suggestion questions found here
Topics:
Rational Expressions (simplifying, multiplying, dividing, adding, subtracting)
Graphs and Equations of Sinusoidal Functions
Quadratics (linear quadratic systems, inverses, finding equations involving radicals)
Bonus Day - Graphing Sinusoidal functions
continue work package
Here is a mix of questions of varying levels of difficulty
Applying Transformations to Sinusoidal functions
Work package found here
answers found here, and answers to finding equations question (final question) found here
Transformations of Sinusoidal Functions
Work package found here. We will work on this on Monday as well
Work period - Rational Expressions
Multiplying and Dividing
ch. 2.6 p. 121 #4, 5abd, 6abc
Adding and Subtracting
ch. 2.7 po. 128 #1cd, 2cd, 3, 5b, 6acf, 7ad, 8ac
Adding and Subtracting Rational Expressions
Examples on board...need to get from a friend
Test #4
Topics
1. Quadratics (finding max/min, finding zeroes, determinant)
2. Trig in 4 Quadrants (finding 2 angles in 4 quadrants, special triangles, solving trig equations)
3. Transformations of Exponential Functions