Students had a work day to work on homework and ask questions. Students also found how to evaluate definite integrals of absolute value functions.
Homework Assigned - Integration WS10, Integration WS11 Homework Due - None
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Students continued to work with U-Substitution and formal ways to find definite integrals using U-Substitution.
Homework Assigned - None Homework Due - None Students continued to work with U-Substitution to solve trigonometric integrals. Students also began finding integrals using exponential functions and integrating to find natural logarithm functions.
Homework Due - Area WS3, 2007 Question 4 Form A, 2008 Question 2 Form A Homework Assigned - Integration WS5, Integration WS6, Integration WS7, Integration WS8, Integration WS9 Students began using U-Substitution to solve integration problems.
Homework Assigned - Integration WS3, Integration WS4, Problem Set 19 Homework Due - None U-Substitution Help Students graded FRQs 2005 Question 3 Form A and 2006 Question 6 Form A. Students then continued to work with definite integrals and the Fundamental Theorem of Calculus.
Homework Due - Integration WS1, Integration WS2, 2005 Question 3 Form A, 2006 Question 6 For A Homework Assigned - Area WS3 Students continued to work with finding the integral of basic functions. Students then learned about the Definite Integral and the Fundamental Theorem of Calculus.
Homework Assigned - Integration WS3, Integration WS4, Problem Set 18, Problem Set 19 Homework Due - None Definite Integral Fundamental Theorem of Calculus Fundamental Theorem of Calculus Help Students continued to work with taking basic antiderivatives given the derivative of a function including trigonometric derivatives. Students then explored the properities of definite integrals.
Homework Assigned - None Homework Due - None Trigonometric Integrals Students graded the first two FRQ's assigned to them last week. Students were able to work with the AP scoring rubric to determine points of emphasis and refresh proper notation.
Afterwards, students began to investigate how to find the antiderivative of a function given the derivative. Homework Due - Back on Track WS1, Back on Track WS2, Back on Track WS3, Area WS1, Area WS2, FRQ 2004 Q4, FRQ 2005 Q5 Homework Assigned - Integration WS1, Integration WS2, FRQ 2005 Q3, FRQ 2006 Q6 Basic Antiderivatives Students continued to work with Riemann Sums to determine the area underneath the curve by using the 4 approximation methods discussed in class.
Homework Assigned - None Homework Due - None Students were introduced to how to find the area under a curve using approximation techniques (Riemann Sums) which included Left, Right, Midpoint, and Trapezoidal Sums.
Homework Assigned - Area WS1, Area WS2, Area WS3 Homework Due - None Understanding the Definite Integral Riemann Sums Trapezoidal Rule Using Rectangles |
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