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The Chain Rule and Applications

For Students Higher Ed
In this chain rule worksheet, students use the chain rule to differentiate compositions, and determine the value of the limits. They give reasons justifying each step of the chain theorem. This six-page worksheet contains theorems,...
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Linear Systems: Applications of Determinants

For Students 12th - Higher Ed
In this determinant activity, students explore determinants, area and volume. This two-page activity contains explanations and examples. It provides two problems for students to solve.
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Learning the Anti-differentiation Process

For Students 11th - Higher Ed
In this math worksheet, students examine the data table and attempt to fill in the empty boxes for the functions. They are asked to list the pattern found there.
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Slope Fields and Euler's Method

For Students Higher Ed
In this slope field worksheet, students use a slope field for a rate equation. Using Euler's Method, they identify the piecewise linear function approximating the solution of the initial value problem. This four-page worksheet contains...
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The Product and Quotient Rules

For Students Higher Ed
In this product and quotient rules worksheet, students use Taylor's Theorem to rewrite functions in a given form. They determine the derivatives of functions. This three-page worksheet contains explanations, examples, and seven problems.
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Derivatives of Elementary Functions

For Students Higher Ed
In this derivatives worksheet, students sketch the graphs of four functions. They write the derivatives of eight functions. Students complete two derivative tables.
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Applications of Derivatives: General Rules for Optimization

For Students Higher Ed
In this minima and maxima worksheet, students find the global and local maxima and minima of one function. They work in small groups to solve one optimization problem. Steps for solving are listed on the page.
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Rate Equations: Equilibrium and Inflection Values

For Students 12th - Higher Ed
In this rate equation, students are given 7 short-answer problems regarding functions, maximum and minimum values, equilibrium values, and inflection values.
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The Derivative

For Students Higher Ed
In this derivative worksheet, students estimate the derivative of given functions, compute the rate of change at a given point, and simplify the difference quotient. This two-page worksheet contains definitions, examples, and five...
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Math 155 - Fall 2005 Differentiation

For Students Higher Ed
In this differentiation worksheet, students find an equation of a line tangent to a curve. They use linear approximation to estimate answers. This two-page worksheet contains approximately 12 multi-step problems.
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Elements, Compounds, and Mixtures

For Students 6th - 10th
For this matter worksheet, students review the three forms of matter by reading a poem and completing 1 matching and 5 short answer questions.
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Mass/Mass Problems

For Students 10th - 12th
In this mass worksheet, students calculate how much of any product will form from a given amount of reactant. This worksheet has 7 problems to solve.
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Beginning Consonants: Say the Sound

For Students Pre-K - K
In this beginning consonants worksheet, students say the sound of 5 letters. Students name the two pictures in each row and circle the one that begins with the given letter.
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Beginning Consonants

For Students K - 1st
In this beginning consonants worksheet, students say the sound of a letter, name pictures in the row and circle the pictures that begin with the given sound. A reference web site is given for additional activities.
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Numerical Analysis/ Other Root-finding Methods

For Students 11th - Higher Ed
In this math worksheet, students examine the uses of false position, Newton’s and Secant methods of finding the root of an equation.
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Numeral Analysis: Introduction To Fixed Point Iteration

For Students Higher Ed
In this fixed point iteration worksheet, students use given theorems to determine converged functional iteration. This six-page worksheet contains five problems. Explanations and examples are provided.
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Comparing Root-finding Methods

For Students Higher Ed
In this root-finding worksheet, students list methods of finding roots. They answer questions about each method, to determine the best circumstances to use each method. This four-page worksheet contains approximately 10 problems.
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Analysis of Interactive Methods for Solving Linear Systems

For Students Higher Ed
For this interactive method worksheet, students use several methods to solve iterations and generate solutions for the function. This four-page worksheet contains approximately ten problems.
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Numerical Analysis: Iterative Methods for Solving Systems of Equations

For Students Higher Ed
In this systems of equations worksheet, students examine systems of equations. They use a variety of methods to solve the systems of equations. This two-page worksheet contains approximately eight problems.
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Numerical Analysis: Iterative Methods for Solving Linear Equations

For Students Higher Ed
In this iterative method worksheet, students solve linear equations using the Jacobi Iteration or the Gauss-Seidel Iteration. This four-page worksheet contains approximately eight problems.
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Complex Analysis: Linear Fractional Transformations

For Students Higher Ed
In this transformation worksheet, students explore linear transformations and mappings. They map equations on a coordinate plane. This two-page worksheet contains approximately three problems.
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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: Applications of Cauchy-Goursat Theorem

For Students Higher Ed
In this Cauchy-Goursat Theorem, students sketch and classify domains. They evaluate integrals and explore the analytic function. This two-page activity contains approximately ten problems.
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Complex Analysis: Residue Theorem

For Students Higher Ed
In this residue theorem, students classify singularities of functions and use the Cauchy Residue Theorem to evaluate integrals. This two-page learning exercise contains approximately 14 problems.

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