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3.2 – Solve Linear Systems Algebraically

Learn how to solve linear systems algebraically using substitution and elimination methods through step-by-step examples.

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3.2 – Solve Linear Systems Algebraically

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  1. 3.2 – Solve Linear Systems Algebraically

  2. 3.2 – Solve Linear Systems Algebraically Example 1: Solve the system using the substitution method. 2x + 5y = -5 x + 3y = 3

  3. 3.2 – Solve Linear Systems Algebraically Example 2: Solve the system using the substitution method. 4x + 3y = -2 x + 5y = -9

  4. 3.2 – Solve Linear Systems Algebraically

  5. 3.2 – Solve Linear Systems Algebraically Example 3: Solve the system using the elimination method. 3x – 7y = 10 6x – 8y = 8

  6. 3.2 – Solve Linear Systems Algebraically Example 4: Solve the system using the elimination method. 3x – 6y = 9 -4x + 7y = -16

  7. 3.2 – Solve Linear Systems Algebraically Example 5: Solve the system using any algebraic method. x – 2y = 4 3x – 6y = 8

  8. 3.2 – Solve Linear Systems Algebraically Example 6: Solve the system using any algebraic method. 4x – 10y = 8 -14x + 35y = -28

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