For this online interactive literature worksheet, students respond to 11 short answer and essay questions about D.H. Lawrence's Sons and Lovers. Students may check some of their answers online.

In this math activity, students practice analyzing root finding algorithms, Newton-Raphson and secant. They use the examples to master the concepts.

Students use fractals to analyze nature. In this geometry lesson, students work in groups using technology and math to communicate. They identify where in the real world fractal can be seen.

Students explore perimeter and area of rectangles. In this rectangular lesson, students use tiles to discover the formulas for perimeter and area. Students solve for area.

In this math worksheet, students examine the uses of false position, Newton’s and Secant methods of finding the root of an equation.

In this numerical analysis worksheet, students solve systems of non-linear equations. Examples and explanation are provided. This two-page worksheet contains approximately three problems.

In this root finding activity, students compare graphs and shade in regions corresponding to given convergence criteria. They compute the solution of equations of one variable. This two-page activity contains six problems.

In this lesson students will explore Julia sets and the Mandelbrot set. In the process they will learn about fractals and explore complex numbers and function iteration.

Enter two complex numbers (z and c) as ordered pairs of real numbers, then click a button to iterate step by step. The iterates are graphed in the x-y plane and printed out in table form.

This lesson provides an example demonstrating the iterative method of finding the roots of a function using derivatives.

Practice iteration (repeating code multiple times with loops) for programs written in the AP CSP pseudocode, in this set of free practice questions designed for AP Computer Science Principles students.

A great resource for beginners. The site begins with a definition of iteration of functions, and proceeds from there to discuss fractal dimension.

Here's an example of "What a 2 Dimensional Julia Set will look like using modern computers with their sophisticated graphical displays." Gaston Julia published his theories long before computers and as the site's author remarks, "What a...