Our CLEP Math tutoring covers essential areas such as algebra, functions, probability, geometry, statistics, and trigonometry. Each lesson is designed to simplify complex concepts through interactive sessions, problem-solving strategies, and practice questions aligned with the official CLEP exam format. Students benefit from individualized attention, adaptive learning techniques, and customized study plans tailored to their strengths and weaknesses.
Whether you’re a high school student looking to earn early college credits, a college student aiming to accelerate your degree, or an adult learner returning to academics, Tutorwaves provides the support you need. Our flexible schedules, engaging teaching methods, and real-time progress tracking ensure that you are fully prepared to achieve the score you want on your CLEP Math test.
Solving equations, linear inequalities, and systems of linear equations by analytic and graphical methods
Interpretation, representation, and evaluation of functions: numerical, graphical, symbolic, and descriptive methods
Graphs of functions: Translations, horizontal and vertical reflections, and symmetry about the x-axis, the y-axis, and the origin
Linear and exponential growth
Applications
Counting problems: The multiplication rule, combinations, and permutations
Probability: Union, intersection, independent events, mutually exclusive events, complementary events, conditional probabilities, and expected value
Applications
Data interpretation and representation: Tables, bar graphs, line graphs, circle graphs, pie charts, scatterplots, and histograms
Numerical summaries of data: Mean (average), median, mode, and range
Standard deviation and normal distribution (conceptual questions only)
Applications
Percents, percent change, markups, discounts, taxes, profit, and loss
Interest: simple, compound, continuous interest, effective interest rate, effective annual yield or annual percentage rate (APR)
Present value and future value
Applications
Properties of triangles and quadrilaterals: Perimeter, area, similarity, and the Pythagorean theorem
Parallel and perpendicular lines
Properties of circles: Circumference, area, central angles, inscribed angles, and sectors
Applications
Logical operations and statements: Conditional statements, conjunctions, disjunctions, negations, hypotheses, logical conclusions, converses, inverses, counterexamples, contrapositives, and logical equivalence
Set relationships, subsets, disjoint sets, equality of sets, and Venn diagrams
Operations on sets: union, intersection, and complement
Applications
Properties of numbers and their operations: Integers and rational, irrational, and real numbers (including recognizing rational and irrational numbers)
Elementary number theory: Factors and divisibility, primes and composites, odd and even integers, and the fundamental theorem of arithmetic
Measurement: Unit conversion, scientific notation, and numerical precision
Absolute value
Applications
