Methods
What are the two practiced methods used for solving systems of equations?
What are "the Graphing Method and the Substitution Method"?
When graphing a system of equations, the solution lies at the point of ______________?
What is "intersection"?
How would you check your solution after solving using the Substitution Method?
What is "using the Substitution Method"?
The answer to a linear system of equations.
What is "the solution point" or "point of intersection"?
When using the substitution method what must one of the equation be?
What is "solved for y/solved for x"?
What does a system of linear equations, with no solution, look like?
What is "parallel lines"?
What portion of the following two equations should be substituted into the other?
y=3x+7
2x+3y=14
What is "3x+7"?
Same slope and different y-intercept. The number of solutions for this type of systems of equations.
What is "none"?
When checking your work, what method would you use to make sure your solution is correct?
What is "the Substitution Method"?
What do the linear equations, in a system, share if their point of intersection is "no solution"?
What is "the same slope"?
The solution of the following system of equations:
y=-3
y=6x+3
What is "(-1,-3)"?
Show your work to your teacher.
The format used to write a solution of a system of linear equations.
What is "an ordered pair"?
Which method would you use to solve this system of linear equations?
y=-2x+3
y=4
What is "the Substitution Method"?
What does a system of linear equations, with infinitely many solutions, look like when graphed?
What is "the same lines overlapping each other"?
The solution of the following system of equations:
2x+5y=19
y=3x-3
What is "(2, 3)"?
Show your work to your teacher.
Same slope and y-intercept. What is the number of solutions for this type of system of equations?
What is "infinitely many"?
How would you graph a equation in slope intercept form?
What is "Plot the y-intercept and move the slope(m) from that point (rise/run)" ?
To name the solution of a system of linear equations, with one solution, what would you use?
What is "an ordered pair"?
The solution of the following system of equations:
y=-3x
-3x+3y=0
What is "(0, 0)"?
Show your work to your teacher.
Two numbers whose sum is a zero-pair.
What are "additive inverses"?