Workbook 16.3:
Systems of Equations: One, Zero, or Infinite?
Objective: At the end of this lesson, you will be able to:
Key Reminder:
No Solution: The lines in the system never cross - they are parallel One Solution: The lines in the system intersect at one point Infinite Solutions: The lines in the system are the same, they sit on top of one another
- Determine if a system of equations has no solution, one solution, or infinite solutions.
Types of Solutions in a System of Equations:
So far, in our course, we have learned about the most common system of equations. We have seen that two lines typically intersect at one point on the graph. Well, there are two other systems that exsist! Let's take a look...
No Solutions: The lines are parallel and never intersect
One Solution: Most Common
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WRITE A TITLE HERE
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Lorem ipsum dolor sit amet, adipiscing.
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Infinite Solutions: The lines are the same! They sit on top of one another!
Desmos Graphing Calculator
Video Support
Additional Samples
If this topic is tough for you, please be sure to check your announcements page for many tutoring options and to view your class live session schedule.
Alg 1A WB 16.3: Types of Solution Sets:Systems
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Created on December 15, 2022
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Transcript
Workbook 16.3:
Systems of Equations: One, Zero, or Infinite?
Objective: At the end of this lesson, you will be able to:
Key Reminder:
No Solution: The lines in the system never cross - they are parallel One Solution: The lines in the system intersect at one point Infinite Solutions: The lines in the system are the same, they sit on top of one another
Types of Solutions in a System of Equations:
So far, in our course, we have learned about the most common system of equations. We have seen that two lines typically intersect at one point on the graph. Well, there are two other systems that exsist! Let's take a look...
No Solutions: The lines are parallel and never intersect
One Solution: Most Common
WRITE ATITLE HERE
WRITE A TITLE HERE
Lorem ipsum dolor sit amet, consectetuer adipiscing elit, sed diam nonummy nibh.
Lorem ipsum dolor sit amet, adipiscing.
+ info
+ info
Infinite Solutions: The lines are the same! They sit on top of one another!
Desmos Graphing Calculator
Video Support
Additional Samples
If this topic is tough for you, please be sure to check your announcements page for many tutoring options and to view your class live session schedule.