Solve a linear system by adding or subtracting equations
9th grade (Year 10 in England) Β· 16 questions Β· Common Core: HSA.REI.C.5, HSA.REI.C.6 Β· England: GCSE Foundation Algebra, GCSE Higher Algebra
Name
Date
Score/ 16
Question 1
Solve: 5x + 3y = β2 5x + y = β4 Type the solution like (2, β1).
Answer
Question 2
Which first move eliminates y straight away? 5x + 6y = β2 x + 7y = β7
- A. Add the equations
- B. Subtract the equations
- C. Multiply one equation first
Question 3
Solve: β2x + 2y = 24 4x β 2y = β36 Type the solution like (2, β1).
Answer
Question 4
Solve: x β 3y = β11 x + y = 1 Type the solution like (2, β1).
Answer
Question 5
Which first move eliminates y straight away? 5x + 5y = β4 x + 5y = 2
- A. Add the equations
- B. Subtract the equations
- C. Multiply one equation first
Question 6
Solve: 2x + 4y = β32 βx β 4y = 28 Type the solution like (2, β1).
Answer
Question 7
Solve: 5x β 3y = β10 5x + 3y = β40 Type the solution like (2, β1).
Answer
Question 8
Which first move eliminates y straight away? 5x + 6y = β9 4x + 8y = 3
- A. Add the equations
- B. Subtract the equations
- C. Multiply one equation first
Question 9
Solve: β3x + 4y = β23 2x β 4y = 18 Type the solution like (2, β1).
Answer
Question 10
Solve: 2x + 3y = 4 2x β y = β12 Type the solution like (2, β1).
Answer
Question 11
Which first move eliminates y straight away? 2x + 5y = 7 2x β 5y = β1
- A. Add the equations
- B. Subtract the equations
- C. Multiply one equation first
Question 12
Solve: 2x + 3y = 1 3x β 3y = β6 Type the solution like (2, β1).
Answer
Question 13
Solve: x β 3y = β6 x β 2y = β4 Type the solution like (2, β1).
Answer
Question 14
Which first move eliminates y straight away? 5x + y = 2 3x + 2y = 1
- A. Add the equations
- B. Subtract the equations
- C. Multiply one equation first
Question 15
Solve: 4x + 5y = β1 4x β 5y = 9 Type the solution like (2, β1).
Answer
Question 16
Solve: 5x + 5y = β50 5x + 2y = β38 Type the solution like (2, β1).
Answer
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