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Power and Maclaurin Series

For Students 11th - 12th
In this calculus worksheet, students solve 4 problems by finding the Power and Maclaurin series for different terms. They take the derivative and simplify functions.
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Barehands Integration

For Students 11th - 12th
In this calculus worksheet, learners use integration to calculate the solution of functions. They use the correct notation and formula to calculate where the derivative is constant. There are 10 questions.
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"Teaching with Material Objects" - Horn-book

For Teachers 3rd - 5th
Students explore language arts by creating Venn Diagrams. In this reading materials lesson, students examine a horn-book and create a hypothesis about how to use it and where they derived from. Students compare their horn-book to a text...
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More of DeMoivre's Theorem

For Teachers 10th - 11th
Students identify DeMoivre's Theorem. In this precalculus lesson, students derive the law of sine and cosine as it relates to DeMoivre's Theorem. They identify the best time to use these formulas.
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Law of Sines

For Teachers 10th - 12th
Students solve problems using sine and cosine. In this precalculus lesson, students ask questions about the Law of sines and its application to the real world. They derive the correct formula of sine for each problem.
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Sequences and Series

For Students 9th - 11th
In this sequencing worksheet, students solve problems with sequences and series. They derive formulas to solve word problems and receive specific points for doing so. There are 8 questions with an answer key.
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Trigonometric Identities

For Students 11th - Higher Ed
In this trigonometry worksheet, students derive the 6 different trigonometric identities. They use the identities to solve problems by multiplication of trig ratios. There are 102 trig questions to be solved.
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Two Column Logic Proofs

For Teachers 8th - 10th
Students complete two column proofs. For this geometry lesson,students derive the reasons their answers are correct using logic. They write the proof step by step using two columns.
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The Quadratic Formula

For Teachers 9th - 10th
 Students derive the quadratic formula. In this algebra lesson, students use the quadratic formula to solve equations and identify the roots of a quadratic equation. They graph their parabola and analyze it.
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Review of Triangles

For Teachers 8th - 10th
Learners investigate the Pythagorean Theorem. In this geometry lesson, students define angles and sides of right triangles. They calculate the area and surface area using formulas derived by the Pythagorean Theorem.
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How Far Am I Traveling

For Teachers 9th - 11th
Young scholars solve for missing sides using the Pythagorean theorem. In this algebra lesson, students derive the six trigonometric values using the right triangle. They relate the Pythagorean theorem to the distance formula.
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Roller Coaster Robot

For Teachers 10th - 12th
Learners calculate the area under a curve. In this calculus lesson plan, students use Riemann sums to find and approximate the area under a curve. They use the derivative and differential equations to solve.
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Trig is SOH Easy!

For Teachers 7th - 10th
Learners derive the six trigonometric identities. In this trigonometry lesson, students review the parts of a right triangle and use the Pythagorean theorem as a guide to find the trig identities. They find sine, cosine and tangent ratios.
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Speaking Parametrically

For Teachers 9th - 11th
Students solve equations by taking the derivative. For this calculus lesson, students solve parametric equations implicitly. They use the TI-calculator to graph their equations.
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Surface Area of Spheres

For Teachers 9th - 12th
Students identify the properties of a sphere. In this geometry lesson, students calculate the surface area of spheres using the formula derived by nets. They identify the radius and diameter of the sphere.
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Complex Analysis: Independence of Path

For Students Higher Ed
In this independence of path worksheet, students evaluate contour integrals using anti-derivatives and the Cauchy-Goursat Theorem. This two-page worksheet contains four problems.
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Complex Analysis: Cauchy's Integral Formula

For Students Higher Ed
In this integral formula worksheet, students evaluate integrals. This worksheet contains examples and explanations of Cauchy's Integral Formula, as well as higher derivatives of analytical functions. There are nine problems on this...
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Math 312 Spring 2004 Bonus Quiz. Integrals

For Students Higher Ed
For this integral worksheet, students derive a formula for the value of a contour integral. They explain the method of choice. This two-page worksheet contains five problems.
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Calc 3 Review Problems - Function

For Students 12th - Higher Ed
In this integral worksheet, students evaluate integrals, integrate functions, find directional derivative of a function, identify the maximum and minimum values of a function, and compute Cartesian coordinates. This two-page worksheet...
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Multivariable Calculus: The Gradient

For Students Higher Ed
In this gradient worksheet, students explore the definition of differentiable and gradient. They find the tangent approximation of given situations, and determine the directional derivative. This two-page worksheet contains examples,...
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Introduction to Integration by Substitution

For Students 11th - Higher Ed
For this math worksheet, students read the definition for the Chain Rule. Then they examine the functions and calculate the derivatives.
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Introduction to Substitution

For Students 11th - Higher Ed
in this math learning exercise, students practice using the process of substitution for the integrals and derivatives. Then they identify the composite function.
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Patterns of Antiderivatives

For Students Higher Ed
In this antiderivative instructional activity, students complete a table of basic derivatives and describe the antiderivative. This ten-page instructional activity contains approximately 120 problems.
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Applying the Fundamental Theorem of Calculus

For Students Higher Ed
In this fundamental theorem worksheet, students identify the anti-derivative and write equations as an explicit function. This two-page worksheet contains two multi-step problems.

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