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Linear Equations of One Variable

Select an endless activity

pointer_blue.gif (844 bytes)1 - Solving equations of the form  x + B = C

pointer_blue.gif (844 bytes)2 - Solving equations of the form  x – B = C

pointer_blue.gif (844 bytes)3 - Solving equations of the form  x ± B = C
Combines Activities 1 and 2

pointer_blue.gif (844 bytes)4 - Solving equations of the form  Ax  = C

pointer_blue.gif (844 bytes)5 - Solving equations of the form  x/A = C

pointer_blue.gif (844 bytes)6 - Solving equations of forms  Ax  = C,  x/A = C
Combines  Activities 4 and 5

pointer_blue.gif (844 bytes)7 - Solving equations of the form  Ax + B = C

pointer_blue.gif (844 bytes)8 - Solving equations of the form  Ax – B = C

pointer_blue.gif (844 bytes)9 - Solving equations of the form  Ax ± B = C
Combines Activities 7 and 8
 
pointer_blue.gif (844 bytes)10 - Solving equations of forms x ± B = C and Ax ± B = C
Combines Activities 3 and 9

pointer_blue.gif (844 bytes)11 - Solving equations of the form  x/A + B = C

pointer_blue.gif (844 bytes)12 - Solving equations of the form  x/A  –  B = C

pointer_blue.gif (844 bytes)13 - Solving equations of form  x/A ± B = C
Combines Activities 11 and 12
pointer_blue.gif (844 bytes)14 - Solving equations of forms  Ax  = C,  x/A = C and x/A ± B = C
Combines Activities 6 and 13
 
pointer_blue.gif (844 bytes)15 - Solving linear equations of one variable
Combines all activities

About These Activities

These activities are provided as learning tools for classroom teachers, homeschool mentors, and independent learners.

  • Teachers and mentors should select and review the activities to be assigned to their students.
  • Independent learners should begin at the top of the list and systematically work down through the activities.

A free online tutorial,  Linear Equations of One Variable, is available from SweetHaven Publishing Services.

A complete pre-algebra course is available totally free and online at Free-Ed.Net.

Content and Web Design: David L. Heiserman
Publisher: SweetHaven Publishing Services

Copyright © 2002, 2006 David L. Heiserman
All Rights Reserved