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Worksheet 3
In this math worksheet, students calculate the indefinite integrals. They also find the differential functions. Finally social diffusion is used to describe how information is passed through a sample population.
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Worksheet 8
In this math worksheet, pupils examine the functions that are given. The domains and ranges are varied according to each function. Then they write the proofs for them.
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Worksheet 37
Students review the general form of the solution to the Dirichlet problem on the rectangle 0 ≤ x ≤ a, 0 ≤ y ≤ b with homogeneous boundary conditions except for u(a, y) = f(y). Then they use the symmetry to find the general form of the...
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Worksheet 31 - Spring 1996
In this math worksheet, learners read the definition of continuity found in Calculus. Then they graph the functions while defining the points of continuity.
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Worksheet 28 - Spring 1996
In this math instructional activity, students examine the graph in polar coordinates of r = f(θ). Then they sketch a graph of the modified functions indicated.
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Worksheet 15 - Spring 1996
For this math worksheet, students solve the functions from the definition of Taylor polynomials of degree 4 centered at zero.
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Worksheet 16 - Spring 1996
In this math worksheet, students read the instructions for setting up a computer program. Then they practice graphing the functions with the software program.
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Worksheet 14 - Spring 1996
In this math worksheet, students Find the interval of convergence of the power series. Special attention should be paid by checking the endpoints.
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Worksheet 8 - Spring 1996
In this math worksheet, students sketch the graphs of the functions 1/x 2 and 1/(x2 − 1) over the interval [2, ∞). They rewrite the series using the Riemann sum.
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Worksheet 25
In this math worksheet, learners state the Fundamental Theorem of Calculus. Then they evaluate the functions and test them against the theorem.
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Worksheet 30 Spring 1996
In this math worksheet, students examine the functions for their properties to determine if they are real or not. They also graph them according to their domain and range.
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Worksheet 18
In this math learning exercise, students graph the function. Then they determine the altitude in relation to the graph of the function using point (2,1).
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Worksheet 32
In this math worksheet, learners give a physical interpretation for each of the boundary conditions for the functions. Then they apply the method of separation of variables to find the solutions to the wave equation
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Worksheet 35
In this math worksheet, students write a problem having solution u(x, t) for each function u given. They include the lengths, physical constants, and initial conditions.
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Worksheet 33
In this math learning exercise, students find the solutions to the wave equations that are presented in a variety of situations. They also sketch a solution as directed.
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Worksheet 13
For this math worksheet, students find the solution for the Euler equation. Then they simplify the two differential for the functions of g and yp.
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Worksheet 4
In this math worksheet, students write down five exact differential equations in symmetric form. Then they test the statements concerning differential equations.
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Worksheet 8
In this math worksheet, students explore how the use of implicit differentiation does not give the solutions to the differential equation. Then they write the definitions to the vocabulary related to differential equations.
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Worksheet 28
In this math learning exercise, students study the Fourier series and consider the special orthogonal basis of functions. They write certain functions as an infinite sum.
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Worksheet 24
In this math worksheet, they give conditions on the constants a and b which ensure that x0 is a regular singular point of the equation. Then they write examples of polynomial functions.
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Worksheet 21
In this math worksheet, students find the interval convergence of the series. They also practice writing a series and the functions. Students find the Taylor series about zero.
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Some Explorations With Even And Odd Functions
In this math worksheet, students explain relationships that define even functions. They give the reason that given functions are even functions. Students describe even and odd functions.
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Connections Involving Linear And Quadratic Functions
In this math worksheet, students determine the range of the function. Then they graph the functions while finding the coordinates on the plane.
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Power Question #1
For this power question worksheet, students explore functions and their one-to-one correspondence. This one-page worksheet contains four multi-step problems which include proofs.