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Precalculus: Solving Two-Variable Linear Systems, Exercises of Pre-Calculus

Shows each chapter and its involvement

Typology: Exercises

2020/2021

Uploaded on 03/27/2024

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Precalculus 8-02 Name: ___________________
Created by Richard Wright Andrews Academy To be used with Richard Wright’s Precalculus
Precalculus
8-02 Two-Variable Linear Systems
Three possibilities for solutions
1 Solution: ___________________
and _____________________
Infinitely Many Solutions:
_____________________ and
_____________________
No Solution: _________________
Solving Linear Equations by Elimination
1. Write the equations in _____________________(ax + by = c)
2. Obtain coefficients of one variable that differ only in ___________________by _____________________the equations by constants.
3. _____________________the equations and _____________________the resulting equation. (A variable will be eliminated.)
4. ___________________________ the answer into either original equation and solve.
5. _____________________your solution.
If _____________________the variables are _____________________and the result is
o True (like 0 = 0), there are ____________________________________
o False (like 0 = 9), there are ___________________________________
Solve {4𝑥 + 𝑦 = −3
𝑥 3𝑦 = 9

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Precalculus 8 - 02 Name: ___________________ Created by Richard Wright – Andrews Academy To be used with Richard Wright’s Precalculus

Precalculus

8 - 02 Two-Variable Linear Systems

Three possibilities for solutions

  • 1 Solution: ___________________ and _____________________ - Infinitely Many Solutions: _____________________ and _____________________ - No Solution: _________________

Solving Linear Equations by Elimination

  1. Write the equations in _____________________( ax + by = c )
  2. Obtain coefficients of one variable that differ only in ___________________by _____________________the equations by constants.
  3. _____________________the equations and _____________________the resulting equation. (A variable will be eliminated.)
  4. ___________________________ the answer into either original equation and solve.
  5. _____________________your solution.
  • If _____________________the variables are _____________________and the result is o True (like 0 = 0), there are ____________________________________ o False (like 0 = 9), there are ___________________________________ Solve {