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Finding Coordinates from Points on the Plane
01:06

Finding Coordinates from Points on the Plane

Finding coordinates from points on a graph.

Graphing Points on the Coordinate Plane
04:05

Graphing Points on the Coordinate Plane

How to graph points on the coordinate plane.

Graphing the Equation y = 3x - 1
01:46

Graphing the Equation y = 3x - 1

How to graph the equation y = 3x - 1.

Graphing the Equation x   y = 10
00:51

Graphing the Equation x y = 10

How to graph a linear equation showing the relationship between the variables.

More About Using Least Common Multiples
01:26

More About Using Least Common Multiples

The least common multiple strategy reveals a system of equations that has not solution.

Graphing the Equation F = 1.8C   32
02:25

Graphing the Equation F = 1.8C 32

Graphing the equation F = 1.8C 32 to convert temperatures given in Celsius to Fahrenheit.

Number Line, The: Introduction to the Number Line
03:57

Number Line, The: Introduction to the Number Line

This clip explains the concept of the number line, a kind of road map on which every whole number has a corresponding point. The points are in order, just like the numbers, and the distances between them are equal.

Number Line, The: Inequalities on the Number Line
04:23

Number Line, The: Inequalities on the Number Line

This clip demonstrates how "less than" and "greater than" look on the number line. We learn that with any two whole numbers that are not equal, the greater number will always appear on the right, and the smaller number always appears on the left.

Using Two Points on a Line to Write an Equation
03:17

Using Two Points on a Line to Write an Equation

Using the coordinates of two points on a line to write an equation involving the Celsius and Fahrenheit temperature scales.

A System with No Solution and a System with Infinite Solutions
02:32

A System with No Solution and a System with Infinite Solutions

Presented is a system of equations to which there is no solution the lines are parallel and a system of equations to which the solution is coincident lines the two equations share the same, infinite number of solutions.