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Jouer Froggy Jumps
1. A system of equations is a
A
group of equations
B
equations in a system
C
a single equation
2. A solution to a system of equations is
A
the point of intersection between the lines
B
the y-intercept
C
the slope
3. Systems of equations with 1 solution are
A
lines that never cross (are parallel)
B
lines that only cross once
C
lines that completely overlap
4. Systems of equations with no solutions are
A
lines that cross only once
B
lines that completely overlap
C
lines that never cross (are parallel)
5. What method do we usually use to solve a system when equations are in slope-intercept form (y=mx+b)?
A
Elimination Method
B
Substitution Method
C
Equal Values
6. When do we use the Elimination Method to solve systems of Equations?
A
When the equations are in standard form (ax+by=c)
B
When the lines are parallel
C
When the equations are in slope-intercept form (y=mx+b)
7. What does a system of equations with infinite solutions look like?
A
Two lines that never cross
B
Three lines that cross only once
C
Lines that completely overlap each other
8. What method would you use to solve this system? y=3x+6 and 3x+7y=30
A
Graphing
B
Substitution
C
Elimination