In this math worksheet, learners state Newton's second law of motion and his law of gravity. Then they state Kepler's three laws of planetary motion.

Eighth graders discuss the forms of heat transfer that relate to the human body. Discussion revolves around the ability of different designs of hats to change the rate of heat transfer to and from the body. Students then experiment...

Students discuss current knowledge of pixels. They listen as the teacher explains their importance in picture clarity. Students view the "Pixel Mosaic Animated Movie." Students receive pieces of pictures and matching tiles which...

In this SAT practice test, students compute the area and perimeter of polygons.  They determine the volume of a cylinder and solve problems with exponents.  This one-page activity contains 10 problems.  Answers are provided.

Pupils differentiate between ellipse and hyperbola. In this algebra lesson, students graph and solve elliptical equations. They use the cabri program to create the different conics and move them around.

In this quadratic equations worksheet, learners read notes about graphing, factoring, square roots, completing the square, and the quadratic formula. Students read 2 1/2 pages of notes.

In this eighth grade mathematics worksheet, 8th graders are presented with questions indicative of those on the eighth grade mathematics examination.  The twelve page worksheet contains six free response questions that cover a...

Students observe a pendulum and graph their observation. In this algebra lesson, students use the TI calcualtor to graph the motion the pendulum makes. They analyze the graph and make predictions.

Students analyze the sliding of boxes along a warehouse floor. In this algebra instructional activity, students connect math and physics by calculating the friction created by the sliding of each box. They develop faster method to move...

In this math worksheet, students work with three dimensional graphing. The application problems include surface ships on maneuvers determining a submarine's course, helicopter travel, and proving that four points are coplanar. Students...

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

Students make observations about shapes and 1-, 2-, and 3-dimensional objects. They conduct observations and make predictions regarding transformations of simple geometric shapes. They identify shapes that occur in household items.

Students use satellite images to track to movement patterns of deer and examine deer behavior. They write stories about a day in the life of a field scientist.

Students work together to grid a 2 x 2 meter unit using the formula for the Pythagorean Theorem. After creating the grid, they identify the location of artifacts and create a map of their location. They develop a graph and table of their...

Learners explore movement and position concepts. They follow directions using left , right, up, down, North, South, East and West. Students draw and follow a path on a grid to show a route followed. They label and follow legends on a map.

Students make weather predictions and observations, research the cost of snowboarding equipment, and use their math skills to plot the course of a Giant Slalom Snowboarding event.

In this math worksheet, students find the vector parametric equation and symmetric equations for the line using two coordinate points.

Try some coordinate plane word problems focusing on quadrant 1. Miss the problem, and Kahn offers some tutorials for help.

Students observe Pascal's law, Archimedes' principle, and the ideal gas law as a Cartesian diver moves within a closed system.

A basketball game with multiple choice questions about the coordinate plane system.

Find the area and perimeter of quadrilaterals using their coordinates. Students receive immediate feedback and have the opportunity to try questions repeatedly, watch a video or receive hints.

Discusses a coordinate system, including coordinates and quadrants on a coordinate plane. A GeoGebra activity is provided.

This lesson focuses on the relationship between algebraic, graphical, and contextual expressions of linear equations.

Students learn about coordinate systems in general by considering questions concerning what it is that the systems are expected do, and who decided how they look. They attempt to make their own coordinate systems using a common area...