All three semesters, from limits through vector calculus.
Prerequisite algebra, precalculus, and trigonometry that calculus assumes, plus the front-matter review of Calculus I.
Logarithms defined as integrals, separable differential equations with exponential growth and decay, and hyperbolic functions. Fuller differential-equations topics appear in the Calculus II chapter.
A study-with-me series compiling review and summary videos across Calculus I, offered as a playlist.
A review playlist re-listing the Calculus I integration lessons students should be comfortable with before Calculus II.
Area between curves, volumes by disks/washers and shells, arc length, surface area, and physical applications.
Integration by parts, trigonometric integrals and substitution, partial fractions, numerical integration, and improper integrals.