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There are three types of solution

1) No solution

2) One solution

3) Infinite solution

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Exatly One Solution=Consistent

Many Solutions= Dependent

No Solutions= Inconsistent

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Solutions:

No Solution; One Solution; Infinite Solutions

Systems:

Consistent; Inconsistent; Dependent

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There are:

One Solution (Consistant)

No Solution (Inconsistant)

Infinitly Many Solutions (Dependent)

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Consistant

Inconsistant

Dependent

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The three different solutions are no solution, one solution, infinite solution.

They three different systems are inconsistent, consistent and dependent

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3 Types of Solutions:

- One Solution

- No Solution

Infinite/Many Solutions

3 Types of Systems:

- Consistant

- Inconsistant

- Dependent

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The three types of systems are:

One Solution, Consistent This lines are intersecting

No Solution, Inconsistent Lines are parallel

Every numbers, Dependent There is just one line

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The different solutions are one solution, no solution, and infinite solution. The types of systems are consistent, inconsistent, and dependent.

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-Infinite Solutions Type of Systems: Consistent

-No Solution Inconsistent

-One Solution Dependent

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One solution

No Solution

Infinite, Many Solutions

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one solution- consistent

no solution- inconsistent

many solutions- dependent

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You can have many solutions, no solution and one solution. The systems are consistent, inconsistent and dependent.

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You can end with three different solutions:

- No Solution

- Infinitely many Solutions

- One solution

There are three types of systems:

-Inconsistent

- Dependent

- Consistent

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What are the different solutions you can end up with when solving a system of linear
equations by graphing? Type of systems?