Students took the second part of the fall semester final which included 50 multiple choice problems.
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Students took the first part of the fall semester final which included two free response sections which included a calculator and non calculator section.
Students used the period to work individually or in groups to work on review worksheets for the fall semester final. Students may turn in review worksheets for two points extra credit towards their final.
Students took the Chatper 6 Test.
Homework Assigned - Project 6.1 Homework Due - Worksheet 6.1 - Worksheet 6.6, Chapter 6 Practice Test Students used exponential and logarithmic equations to solve application problems in math involving: half life/double life, ammoritization, and compound/continuous interest. Students were given a formula sheet that may be used on the Chapter 6 Test.
Homework Assigned - Worksheet 6.6 Homework Due - None Students continued to work on solving logarithmic equations and were introduced an alternative way of solving by using natural logarithms. Students were also reintroduced to the properties of logarithms.
Homework Assigned - None Homework Due - None Properties of Logarithms Students continued to solve exponential equations, specifically when the two functions do not have the same base.
Homework Assigned - Worksheet 6.4, Worksheet 6.5A - 6.5F Homework Due - None Solving Exponential Equations Students reviews the Rules of Exponents and behavior of exponential functions. Students also went over how to solve exponential functions using Common Bases.
Homework Assigned - Worksheet 6.1, Worksheet 6.2, Worksheet 6.3 Homework Due - None Rules of Exponents Students took Chapter 4-5 Test.
Homework Assigned - None (Enjoy your break!) Homework Due - Worksheet 4.1 - 4.5, Worksheet 5.1-5.10, Chapter 4 Practice Test, Chapter 5 Practice Test Students ere introduced to Decartes' Rule of Signs to determine number of positve and negative zeros for a polynomial. Students were also shown Rational Roots Theorem and Remainder Theorem to determine to potential zeros of a polynomial as well as check to see if it is indeed a root.
Homework Assigned - Worksheet 5.10 Homework Due - None Decartes' Rule of Signs Rational Roots Theorem Remainder Theorem |
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