MATH 110 MODULE 8 CERTIFICATION
EVALUATION TEST 2026 QUESTIONS AND
ANSWERS GUARANTEED TO PASS
◉ A pair of numbers that can be used to locate a point on a
coordinate plane Answer: ordered pair
◉ unique solution Answer: In a system of linear equations, the
single pair of variables that works for both equations
◉ one Answer: Given a system of two linear equations, if the lines
have different slopes, there is ____ solution.
◉ common term Answer: two or more like terms with the same or
opposite coefficients such as y or -y
◉ (17, 3) Answer: x = 5y +2
x - 4y = 5
◉ (-3, 3) Answer: Solve by graphing
, ◉ A measure of the steepness of a line on a graph; the rise divided
by the run Answer: slope
◉ (-1, 1) Answer: Solve by graphing
◉ A linear equation written in the form y=mx+b, where m
represents slope and b represents the y-intercept. Answer: slope-
intercept form
◉ elimination method Answer: to add or subtract the equations to
get an equation in one variable.
◉ (7, -2) Answer: x - y = 9
2x + 5y = 4
◉ different Answer: Parallel lines have the same slope but
_____________ y-intercepts.
◉ same Answer: Coinciding lines have the same slope and the
________ y-intercept.
◉ substitution method Answer: to replace a variable in one equation
with the answer to the other equation
EVALUATION TEST 2026 QUESTIONS AND
ANSWERS GUARANTEED TO PASS
◉ A pair of numbers that can be used to locate a point on a
coordinate plane Answer: ordered pair
◉ unique solution Answer: In a system of linear equations, the
single pair of variables that works for both equations
◉ one Answer: Given a system of two linear equations, if the lines
have different slopes, there is ____ solution.
◉ common term Answer: two or more like terms with the same or
opposite coefficients such as y or -y
◉ (17, 3) Answer: x = 5y +2
x - 4y = 5
◉ (-3, 3) Answer: Solve by graphing
, ◉ A measure of the steepness of a line on a graph; the rise divided
by the run Answer: slope
◉ (-1, 1) Answer: Solve by graphing
◉ A linear equation written in the form y=mx+b, where m
represents slope and b represents the y-intercept. Answer: slope-
intercept form
◉ elimination method Answer: to add or subtract the equations to
get an equation in one variable.
◉ (7, -2) Answer: x - y = 9
2x + 5y = 4
◉ different Answer: Parallel lines have the same slope but
_____________ y-intercepts.
◉ same Answer: Coinciding lines have the same slope and the
________ y-intercept.
◉ substitution method Answer: to replace a variable in one equation
with the answer to the other equation
