An assessment designed to evaluate foundational knowledge of differential calculus, including limits, derivatives, and basic integration techniques. It often features problems requiring application of derivative rules, interpretation of graphs, and determination of tangent lines. For example, it might include a problem asking for the derivative of a polynomial function or a limit calculation involving indeterminate forms.
Such an evaluation is crucial for students’ progression in mathematics. Mastery demonstrated therein can allow the student to understand more complex calculus concepts and related applications. Historically, these assessments have served as gateways, determining readiness for subsequent courses in mathematics, engineering, and sciences by identifying gaps in understanding early in the curriculum.
