Interpret graphs showing changes over time in the percentage of foreign-born US residents and in annual deportations in this interactive from KQED. In the accompanying classroom activity, students use the interactive and look at how...

Find a quick, concise explanation of the slope-intercept form. An example is given and clearly explained.

Twenty problems present a variety of practice finding the standard form and point-slope form. They are given with each step to the solution cleverly revealed one at a time. You can work each step of the problem then click the "View...

Students will work in small groups to analyze a topographical map of the Fiery Gizzard hiking trail on the Cumberland Plateau in southeastern Tennessee. They will use the map key to determine distance traveled and elevation gained to...

Students build bridges and test their strength to collect data and write an equation. The concept of slope is explored in this activity.

[Free Registration/Login Required] This flipchart provides another day of review of finding the slope of a line.

A tutorial on slope with many step-by-step examples. The tutorial clarifies what slope is, how to find slope between two points on a graph, and how slopes of parallel and perpendicular lines are related.

Through this tutorial, you'll know what slope is and how to determine it. View examples of positive, negative, zero, and undefined slope, follow step-by-step slope calculations, and complete practice problems at the end.

Using the Activity Center, students will explore the characteristics of linear functions in the form y=mx+b. The major focus will be identifying slope and y-intercept.

The students will follow instructions on slope and linear functions, with playing match the graph on the TI-Navigator. Several digital pictures are provided, or you could find your own!

Use Glencoe's Math Course 2 randomly generated self-checking quiz to test your knowledge of lines and slope. Each question has a "Hint" link to help. Choose the correct answer for each problem. At the bottom of the page click the "Check...

[Free Registration/Login may be required to access all resource tools.] Given a set of data, students will understand how to correctly draw a line or bar graph, interpret its patterns, and find the slope in the case of a line graph.

Finding the slopes and equations of the tangent and normal lines of curves is demonstrated using derivatives. Interactive examples are provided.

This site explains the derivative as the tangent at a point on a curve. The concept of finding the tangent is discussed; links are provided for the concept of taking a limit.

For this task, students are shown three unit squares and two line segments connecting two pairs of vertices. They are asked to find the area of a triangle formed by intersecting lines. They can solve it using coordinate geometry or...

This lesson demonstrates how to find the rate of change in functions with linear relationships. It is 3 of 5 in the series titled "Finding Rates of Change in Linear Relationships."

Students find the particular solution of a given differential equation. The problem consists of an enlarged printable version of a slope field available in PDF format.

Students find the particular and approximate solutions of a given differential equation. The problem consists of an enlarged printable version of a slope field available in PDF format.

The learner is given a differential equation, slope field, and a point. The exercise uses integration and a slope field to find the particular solution of the differential equation. The handout is available in PDF format.

The learner is given a differential equation, slope field, and a point. The exercise uses integration and a slope field to find the particular solution of the differential equation. The handout is available in PDF format.

The exercise investigates differential equations, slope fields, and a point. The handout uses integration and a slope field to find the particular solution of the differential equation. The handout is available in PDF format.

The exercise investigates differential equations, slope fields, and a point. The handout uses integration and a slope field to find the particular solution of the differential equation. The handout is available in PDF format.

Students use slope fields to determine approximate solutions of a given differential equation and point. Learners also use integration to find the particular solution of the differential equation. The handout is available in PDF format.

Students use slope fields to determine approximate solutions of a given differential equation and point. Learners also use integration to find the particular solution of the differential equation. The handout is available in PDF format.