• Tentative Schedule   first nine weeks

                     Unit 1:  DERIVATIVES

    Aug 7        INTRO into DEFFERENTIATION  

    Aug 9        Tangent Line Problem & Differentiability  

    Aug 13     Basic Differentiation Rules

    Aug 15     Product & Quotient Rules

    Aug 17     The Chain Rule

    Aug 21     Rates of Change and Particle Motion I

    Aug 23      Review

    Aug 27     TEST

    Aug 29     Implicit Differentiation

    Aug 31     Derivatives of Inverse & Inverse Trig Functions

    Sept 3      LABOUR DAY HOLIDAY

    Sept 5       Sep 5- Pre-ACT/ACT testing(9th/11th)

    Sept 7       Derivatives of Exponential and Log Functions

    Sept 13    TEST

                   Unit 2:  APPLICATIONS of DERIVATIVES

    Sept 17    Increasing, Decreasing, and 1st Derivative Test

    Sept 19    Extrema on an interval

    Sept 21    Rolle's Theorem and the MVT

    Sept 25    Concavity and the Second Derivative

    Sept 27    Optimization,    Linearization and Differentials

    Oct 1        Related Rates

    Oct 3        TEST

     

    Tentative Schedule second nine weeks 

                     Unit 3:  INTEGRALS

    Oct 8        Columbus day holiday

    Oct 9        Antiderivatives and Indefinite integrals

    Oct 11      Substitution for integrals

    Oct 15      FTOC I and II and MTV for integrals

    Oct 17      Integrals as NET Change

    Oct 19      TEST

    Oct 23      Integration by parts

    Oct 25      Integration of Rational Functions

    Oct 25      REVIEW                  

                 Unit 4:  APPLICATION of INTEGRALS

    Oct 29        Application of Definite Integrals

    Oct 31         Application of Definite Integrals

    Nov 2         Application of Definite Integrals

    Nov 6          REVIEW

    Nov 8       TEST

    Nov 8         Euler Method and Slope fields

    Nov 12       Euler Method and Slope fields

    Nov 14       Improper Integral

                   Unit 5:  PARAMETRIC and POLAR FUNCTIONS

    Nov 17       Parametric form of a function

    Nov 29       Polar form of a function              

    Dec 1         REVIEW

    Dec 5        TEST

    Dec 9        Area in polar functions

    Dec 12 -14    REVIEW 

    Dec 16 -21    EXAM WEEK