

2-12 Solving Linear-Quadratic Systems
Presentation
•
Mathematics
•
11th Grade
•
Medium
Standards-aligned
Mariel Maese
Used 171+ times
FREE Resource
9 Slides • 6 Questions
1
2-12 Solving Linear-Quadratic Systems
November 18th & 19th

2
Linear Systems can have the following types of solutions
3
Infinite Solutions
- Means that both equations are the same.
- Any point you pick on the line will both be a solution to the linear equations
4
One Solution: (-2,1)
- Both linear equations cross at one point on the graph.
5
No Solutions
- Means that lines do not cross. EVER
6
Multiple Choice
Click on the graph and determine the solutions of the system of equations.
Infinite Solutions
One Solutions: (3,1)
No Solutions
Two Solutions: 3 & 1
7
Multiple Choice
A system of equations when graphed are parallel to each other, determine what type of soultions they have.
No Solution
Infinite Solution
One Solution
Multiple Solutions
8
Fill in the Blanks
An
Type answer...
9
Linear-Quadratic Systems can have the following types of solutions.
10
Two Solutions: (0,-2) and (3,1)
- System of equations cross at two points on the graph
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One Solution: (1,-3)
- System of equations meet at one point on the graph
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No Solution
This means that both equations NEVER intersect
13
Fill in the Blanks
If a linear equation and a quadratic equation never intersect then the system of equation have
Type answer...
14
Multiple Choice
If the a quadratic equation crosses the linear equation at two points on a graph, then the system of equations has?
No solution
One solution
Two solution
All real numbers
15
Multiple Choice
A linear-quadratic system touch at the point (1,-3) is said to have how many solutions?
Two solutions
One solution
No solution
Many solutions
2-12 Solving Linear-Quadratic Systems
November 18th & 19th

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