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Systems of Equations Flashcards | StudBud
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Systems of Equations
Systems of Equations
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Test your knowledge on Systems of Equations!
Flashcards
20 cards
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Questions
20
Answers
1
What is the solution to this system of equations?
(2,2)
(-2,-2)
(-2,2)
(2,-2)
2
Solve this system of equations
(-1,-6)
(1,6)
(6,1)
(6,-1)
3
Solve this system of equations
(2,-6)
(-2,6)
(6,2)
(2,6)
4
Solve this system of equations
(6,1)
(1,6)
(-6,1)
(6,-1)
5
Systems of equations are used to find the ____________ of two or more lines.
Slope
x-intercept
Zeroes
Intersection Point
6
How many solutions are there to this graph?
1
2
Infinite
No Solutions
7
Which is not a method for solving a system of equations?
Substitution
Slope Intercept Form
Linear Combination
Graphing
8
How many solutions are there to this graph?
Infinite
No Solutions
1
2
9
How many solutions are there to this graph?
Infinite
2
1
No Solutions
10
Solve this system of equations
(-3,6)
(-3,-6)
(3,6)
(3,-6)
11
Solve this system of equations
(-4,5)
(-5,4)
(5,4)
(4,5)
12
Solve this system of equations
(-5,2)
(5,2)
(5,-2)
(-2,5)
13
Which method for solving systems of equations has "NEW" and "OLD" equations?
Linear Combination
Graphing
Substitution
Slope Intercept Form
14
Solve this system of equations
(3,6)
(-3,-6)
(3,-6)
(-3,6)
15
Which method for solving systems of equations is best with coefficients of 1?
Substitution
Graphing
Slope Intercept Form
Linear Combination
16
Solving systems of equations is a way of finding the point that two lines ____________.
Solve
Share
Draw
Plot
17
Solve this system of equations
(-2,-5)
(2,5)
(2,-5)
(-2,5)
18
Solve this system of equations
(-3,4)
(3,-4)
(3,4)
(-4,3)
19
Solve this system of equations
(3,-4)
(4,3)
(-4,3)
(3,4)
20
Which method for solving systems of equations requires opposites?
Linear Combination
Substitution
Slope Intercept Form
Graphing
