Florida MAFS Calculus Honors

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Select the number of each type of objective: (Selecting Random will randomly generate all subtypes) Click on any title to see the free sample worksheet. (only the first few samples are free) (Random) MAFS.912.C.1.6-8 Limits and Continuity a. Finding Limits from Graphs b. Finding Limits Algebraically c. Finding Limits Numerically (Using a Calculator) d. Describing End Behavior as Limits e. LO 1.1A Limit Notation (includes 1-sided) f. LO 1.1A Finding 1-sided Limits g. LO 1.1A Determing if a limit exists h. LO 1.1A (Optional) Definition of Limit i. LO 1.1B Estimating Limits Numerically j. LO 1.1C Evaluating Basic Limits k. LO 1.1C Limits of Polynomial, Trigonometric, and Rational Functions l. LO 1.1C Limits of Composite Functions m. LO 1.1C The Squeeze Theorem n. LO 1.1D Finding Vertical Asymptotes of Rational Functions o. LO 1.1D Finding Horizontal Asymptotes of Rational Functions p. LO 1.1D Finding Slant Asymptotes of Rational Functions (Random) MAFS.912.C.2.1-11 Differential Calculus a. LO 2.1A Definition of the Derivative b. LO 2.1A and 2.2A Definition of the Derivative Graphically c. LO 2.1B Estimating the Derivative at a Point Numerically d. LO 2.1A Finding points of Differentiability e. LO 2.2B Differentiability vs. Continuity f. LO 2.1C Constant Rule and Power Rule g. LO 2.1C Constant Multiple Rule h. LO 2.1C Sum and Difference Rules i. LO 2.1C Derivatives Involving Sine/Cosine j. LO 2.3C Average Velocity k. LO 2.3A Instantaneous Velocity l. LO 2.3A and 2.3D Rate of Change Problems m. LO 2.1C Product Rule n. LO 2.1C Quotient Rule o. LO 2.1C Derivatives of Trigonometric Functions p. LO 2.1D Higher Order Derivatives q. LO 2.3C Finding Average Acceleration r. LO 2.3C Finding Instantaneous Acceleration s. LO 2.1C The Chain Rule t. LO 2.1C Repeated Applications of the Chain Rule u. LO 2.2A Finding Critical Points v. LO 1.2B The Extreme Value Theorem w. LO 1.2B Rolle's Theorem x. LO 1.2B and 2.4A Mean Value Theorem y. LO 1.2A Differentiating Logarithmic Functions z. LO 2.1C Differentiating Exponential Functions (Random) MAFS.912.C.3.1-11 Applications of Derivatives a. LO 2.2A Finding Intervals where f is Increasing/Decreasing b. LO 2.2A Applying the First Derivative Test c. LO 2.2A The Path of a Projectile d. LO 2.2A Determining Concavity e. LO 2.2A Finding Points of Inflection f. LO 2.2A Using the Second Derivative Test g. LO 2.2A and 2.3B Finding the Tangent Line h. LO 2.3B Linear Approximations With Differentials i. LO 2.1C Implicit Differentiation	j. LO 2.3B Finding Tangent Lines with Implicit Differentiation k. LO 2.3C Related Rates Problems l. LO 2.1C Derivatives of Inverses m. LO 2.3C Finding Maximum/Minimum Volume/Area n. LO 2.3C Finding Maximum/Minimum Distance/Length o. LO 2.3C Finding Maximum/Minimum Cost p. LO 2.2B Using Newton's Method q. LO 2.3B Finding Equation of Tangent Lines of Logarithms r. LO 2.3B Finding Equation of Tangent Lines of Exponentials s. LO 2.1C Using Logarithmic Differentiation and Implicit Differentiation t. LO 3.1A Integrating Trigonometric Functions u. LO 2.1C Evaluating the Derivative of an Inverse Trigonometric Function (Random) MAFS.912.C.4.1-8 Integral Calculus a. LO 3.2A Using Riemann sums to approximate Area b. LO 3.2B Using the Trapezoidal Rule to approximate Area c. LO 3.2B Doing Error Analysis with the Trapezoidal Rule d. LO 3.2B Using Simpson's Rule to approximate Area e. LO 3.2B Doing Error Analysis with Simpson's Rule f. LO 3.1A and 3.3B Vocabulary and Symbolic Notation g. LO 3.1A Power Rule h. LO 3.2C and 3.3B Sum and Difference Rules i. LO 3.2C and 3.3B Basic Trigonometric Integrals j. LO 2.3E Solving Basic Differential Equations k. LO 3.2A Calculating Riemann Sums l. LO 3.3B Evaluating Definite Intervals (Fundamental Theorem of Calculus) m. LO 3.3A Using the Second Fundamental Theorem of Calculus n. LO 3.4A and 3.4E Finding Net or Total Change (Total Change Theorem) o. LO 3.3B Integrating using Change of Variables (Substitution Rule) p. LO 3.1A The Logarithm Defined as an Integral q. LO 3.2C Integrating Using Logarithms r. LO 3.1A Integrating Exponential Functions s. LO 3.3B Integration by Parts t. LO 3.3B Integration by Partial Fractions (Random) MAFS.912.C.5.1,5-8 Applications of Integration a. LO 2.3C and 3.4C Relating Distance, Velocity and Acceleration b. LO 3.4D Finding the Area of a Region Between Two Curves c. LO 3.4D Finding the Area of a Region cut Horizontally Between Two Curves d. LO 3.4D Finding Volume when Revolving around the x-Axis e. LO 3.4D Finding Volume when Revolving around the y-Axis f. LO 3.4D Finding the Volume Given a Cross Section g. LO 3.2B and 3.2C Using Definite Intervals to find Area h. LO 3.4B Finding Average Values of Functions over an Interval i. LO 3.2C Finding Area using Logs j. LO 3.2C Finding Area under Exponential Functions k. LO 3.5A Solving Word Problems about Continuous Interest l. LO 3.5B Solving Word Problems with Exponential Growth m. LO 3.5B Solving Word Problems about Exponential Decay
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