Students research the changes in change over time. Students choose one coin to research and trace in history. Students graph out a time line on their coins. Students present their time lines to the class.

Pupils are introduced to how the digestive system works in their body. In groups, they discover they need energy and water to live a healthy life. They discover how the body repairs itself and how it grows. They also examine how...

Students play a memory game as they explore reasoning. In this algebra activity, students identify concepts using pictures and words. They model real life scenarios using hands on manipulatives.

Learners use a classification key from a provided worksheet to identify creatures. This task assesses student's abilities to interpret data, make decisions, identify, and classify.

In this infectious disease defense instructional activity, students will review the immune system including acquired, antibody, and cellular immunity. Students will then compare passive and active immunity to infectious diseases. This...

In this physics worksheet, students design and build a power inverter given a schematic diagram. They answer 3 short answer questions about the circuit they created.

Young scholars use data from the Rossi X-ray Tiiming Explorer (RXTE) satellite to analyze and graph.

Students work together in teams to build a LEGO golf course. They build holes with sensors on them for the golf balls. They answer questions about their project to end the lesson.

Students will understand all transformations of functions: translations, dilations and reflections. By the end of the activity students will be able to identify a function transformation, identify the way the graph will change given a...

In this mini-lesson, we will learn about transformations of functions, transformations of exponential functions, and transformations of quadratic functions. Check out the interactive simulations to know more about the lesson and try your...

A review of the important concepts dealing with functions and transformations of functions. Java plug-in is required for the exploration feature.

[Free Registration/Login Required] In this flipchart, students use the interactive tools in Activstudio to apply their understanding of transformation of functions.

Learn about the transformations of functions with this helpful reference tool. Provides a detailed definition, examples, and an interactive activity that enhance further explanation. Includes links to related topics.

This activity helps students understand translations of functions, where a translation is a movement of the function left, right, up or down.

A 7-page textbook excerpt that covers transformations of cube root functions and specifically addresses Algebra II standards for Texas.

By the end of the activity students will be able to identify a given function reflection, identify the way the graph will change and sketch a graph of the reflected function.

By the end of the module students will be able to identify a given function dilation, identify the way the graph will change and sketch a graph of the dilated function

Students explore transformations of functions. The resource consists of an enlarged printable version of a math graph available in PDF format.

Given an exponential or logarithmic function, the student will describe the effects of parameter changes.

This site explains how the Fourier transform of an exponential function is related to the Lorentzian function. Site also contains relevant links.

This activity assesses student's knowledge of transformations of exponential functions. Writing exponential functions that model growth and decay are also explored.

Using calculators, students investigate quadratic functions using geometric toothpick designs in this lesson that with a review of transformations of quadratic functions, vertical and horizontal shifts, and stretches and shrinks.

Includes rules, examples, and sample problems on 6 different types of translations; vertical and horizontal shift, stretch, and reflection. Uses six basic functions (x, x^2, x^3, 1/x, x^1/2, and abs(x)) throughout examples, which makes...