Before students can tackle engineering-level math, they need algebra that actually makes sense — not just memorized procedures. Fadzai breaks down topics like systems of equations and quadratic modeling by tying them to design problems she encountered in her Yale engineering coursework, giving varia...

A solid grasp of algebraic manipulation — factoring, working with rational expressions, solving systems — is the engine behind every quantitative science course that follows. Sam approaches algebra through that lens, connecting each technique to problems students will actually encounter in chemistry...

Word problems are where most algebra students freeze, and that's exactly where Zoe's English background becomes an advantage — she teaches students to translate sentences into equations by identifying what the problem is really saying. Her approach to variables, linear equations, and inequalities em...

The moment algebra stops being about "solve for x" and starts involving systems, inequalities, or quadratic behavior, many students lose the thread connecting each new technique to the ones before it. Belinda maps those connections explicitly — showing, for instance, how factoring, completing the sq...

Solving systems of equations or simplifying rational expressions often trips students up because they've memorized steps without understanding the logic underneath. Blessing, a biochemistry and molecular biology major at Bates College, unpacks each algebraic structure so students can reason through ...

The jump from arithmetic to algebra trips students up because suddenly they're solving for unknowns, graphing linear relationships, and manipulating expressions with variables — all at once. Franshesca slows that down, isolating each skill so that solving multi-step equations or factoring polynomial...

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