MML-06-01: Univariate Calculus Foundations: Limits, Derivatives & Taylor Approximations – Practice Quiz

25 worked single-select and multiselect questions. Tier 1–2. Prerequisites: High school calculus. Learning goals: Interpret limits and derivatives through difference quotients; Apply power, product and quotient rules; Differentiate nested scalar functions by the chain rule; Build tangent-line approximations and interpret derivative units; Construct second-order Taylor polynomials at specified centers; Bound local truncation error using a stated derivative bound; Recognize nondifferentiability and limits of finite differences. Column gradients and output-by-input Jacobians are used where relevant. Detailed solutions explain every choice. References: Source 1, Source 2, Source 3, Source 4.