
Pre-algebra prepares you for algebra by teaching variables, simplifying expressions, and using the order of operations with parentheses and other symbols.
Navigate the high school math roadmap from algebra through geometry and precalculus, choosing courses based on interests in engineering, science, or business, and understand the order and implications.
Explore how algebra introduces x and graphing, geometry shapes and proofs, precalculus ideas like the unit circle and vectors, and their path toward calculus and probability in high school math.
Maps college math pathways for engineers, scientists, and business majors, detailing calculus sequences, linear algebra, differential equations, and probability stats, with focus on vectors and three-dimensional space modeling.
Explore the variations of math majors, from pure math to computational math and actuarial studies, and see how statistics and probability drive modeling and real-world applications.
Discover the division of pure mathematics into discrete math, algebra, and analysis, along with foundational set theory, proofs, and topics like graph theory, group theory, and vector spaces.
Finish the course with renewed confidence by embracing perseverance through math's brick walls, and discover you can get through challenging algebra, geometry, and calculus basics as a rewarding college pursuit.
In this course, we see what math classes you should take and in what order depending on your age and what your interests are. We even give road maps to potential math majors and guidance for graduate school! You may not know this, but most people don't know what math class they need to take 3 years from now, and when students take a class without knowing what that class is intended for, many students end up forgetting material and become ill-prepared for their future math classes.
For example, if you are a senior in high school, chances are that you can take either college algebra, probability and statistics, or pre-calculus. This decision is extremely important because if you choose statistics and you go to college, there is an 80% chance that you need to take Calculus 1 when you enter. The problem is, you aren't ready for that class with statistics... Another example that we go into in this course is if you consider becoming a math major. There are multiple variations of a math major - but which one fits for you?
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