Calculus Exam Review, Both Semesters EDITABLE | BUNDLE
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If you are also looking for notes, worksheets, assessments, and activities that cover the entire year of Calculus, then you have come to the right place!This bundle contains everything you need to teach a full year of Calculus: notes, homework, assessments, activities, and a project. Imagine the houPrice $250.00Original Price $368.25Save $118.25
Description
This bundle contains the exam review for both first and second semesters.
Editable versions are included so you can customize them to fit your needs! Microsoft Word and Equation Editor (usually included with Word) are required in order to edit the files.
Note that these are designed for my non-AP Calculus class. However, if you teach AP Calculus and you are looking to give your students some extra practice, these are great resources.
Topics Covered in First Semester (57 problems):
- limits from graphs
- limits analytically
- limits involving infinity
- continuity
- finding the limit from the derivative definition
- differentiation
- product rule
- quotient rule
- chain rule
- average rate of change
- writing the equation of a tangent line to a graph at a specific point
- determining where functions are not differentiable
- higher order derivatives
- displacement, velocity, acceleration
- Extreme Value Theorem to find absolute extrema
- Mean Value Theorem
- finding intervals where a function is increasing/decreasing/concave up/ concave down
- finding relative extrema
- finding inflection points
Topics Covered Second Semester (48 problems):
- implicit differentiation
- related rates
- optimization
- antidifferentiation
- properties of definite integrals
- average value
- trapezoidal rule
- integral of e^x
- integral of 1/x
- integral of sin(x), cos(x), sec^2(x)
- integral of a^x
- integral of ln(x)
- integration by u-substitution
- displacement, velocity
- separable differential equations
- slope fields
- area between functions
- volumes of solids of revolution using the disk method (includes around horizontal and vertical axes)
- volumes of solids of revolution using the washer method (includes around horizontal and vertical axes)
- volumes of solids with known cross section
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Questions or concerns? Contact me at rebecca@hoffmath.com
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