Tutorials--One-Variable Equations
-
Upload
media4math -
Category
Education
-
view
64 -
download
0
description
Transcript of Tutorials--One-Variable Equations
Solving One-Variable Equations
Overview This set of tutorials provides 21 examples of solving one-variable equations. These fall into the following categories:Solving one-step equations (Examples 1-4)Solving two-step equations (Examples 5-11)Solving multi-step equations (Examples 12-27)
Example 1: Solving an equation of the form x + a = b.
Example 2: Solving an equation of the form x - a = b.
Example 3: Solving an equation of the form x + a = -b.
Example 4: Solving an equation of the form x - a = -b.
Example 5: Solving an equation of the form ax + b = c.
Example 6: Solving an equation of the form ax - b = c.
Example 7: Solving an equation of the form ax + b = -c.
Example 8: Solving an equation of the form -ax + b = c.
Example 9: Solving an equation of the form -ax - b = c.
Example 10: Solving an equation of the form -ax + b = -c.
Example 11: Solving an equation of the form -ax - b = -c.
Example 12: Solving an equation of the form ax + b = cx + d.
Example 13: Solving an equation of the form ax - b = cx + d.
Example 14: Solving an equation of the form ax + b = cx - d.
Example 15: Solving an equation of the form ax - b = cx - d.
Example 16: Solving an equation of the form ax + b = -cx + d.
Example 17: Solving an equation of the form ax - b = -cx + d.
Example 18: Solving an equation of the form ax + b = -cx - d.
Example 19: Solving an equation of the form ax - b = -cx - d.
Example 20: Solving an equation of the form -ax + b = cx + d.
Example 21: Solving an equation of the form -ax - b = cx + d.
Example 22: Solving an equation of the form -ax + b = -cx + d.
Example 23: Solving an equation of the form -ax - b = -cx + d.
Example 24: Solving an equation of the form -ax + b = -cx + d.
Example 25: Solving an equation of the form -ax + b = -cx - d.
Example 26: Solving an equation of the form -ax - b = cx - d.
Example 27: Solving an equation of the form -ax - b = -cx - d.