MATH 1222 INTRODUCTION TO ALGEBRA
MODULE 02 STUDY GUIDE 2026 HIGH
YIELD QUESTIONS AND ACCURATE
SOLUTIONS
◉ difference of two squares.
Answer: A binomial whose terms are perfect squares being
subtracted.
◉ direct variation.
Answer: An equation in the form y=kx, where k does not equal zero.
◉ discriminant.
Answer: The expression inside the radical of the quadratic formula.
◉ distributive property.
Answer: Used to clear parentheses by multiplying a term on the
outside by two or more terms inside the parentheses. Ex: a(b - c) =
ab - ac
, ◉ equation.
Answer: A mathematical sentence with an equal sign.
◉ evaluate.
Answer: To find the value of an expression by following the order of
operations.
◉ exponent.
Answer: The number of times a base is multiplied by itself. Also
called a power.
◉ extraneous solution.
Answer: A result that does not satisfy the original equation or
inequality.
◉ factor.
Answer: An integer that divides another integer with no remainder.
◉ function.
Answer: A relation in which every input (x) has exactly one output
(y).
◉ function notation.
MODULE 02 STUDY GUIDE 2026 HIGH
YIELD QUESTIONS AND ACCURATE
SOLUTIONS
◉ difference of two squares.
Answer: A binomial whose terms are perfect squares being
subtracted.
◉ direct variation.
Answer: An equation in the form y=kx, where k does not equal zero.
◉ discriminant.
Answer: The expression inside the radical of the quadratic formula.
◉ distributive property.
Answer: Used to clear parentheses by multiplying a term on the
outside by two or more terms inside the parentheses. Ex: a(b - c) =
ab - ac
, ◉ equation.
Answer: A mathematical sentence with an equal sign.
◉ evaluate.
Answer: To find the value of an expression by following the order of
operations.
◉ exponent.
Answer: The number of times a base is multiplied by itself. Also
called a power.
◉ extraneous solution.
Answer: A result that does not satisfy the original equation or
inequality.
◉ factor.
Answer: An integer that divides another integer with no remainder.
◉ function.
Answer: A relation in which every input (x) has exactly one output
(y).
◉ function notation.