Parametric Equations, Polar Coordinates, and Vector-Valued FunctionsIntegral of r(t)=⟨∫x(t)dt,∫y(t)dt⟩\mathbf{r}(t) = \langle \int x(t)dt, \int y(t)dt \rangle
Built for May 2027 AP Exam

Integral of r(t)=⟨∫x(t)dt,∫y(t)dt⟩\mathbf{r}(t) = \langle \int x(t)dt, \int y(t)dt \rangle

Reviewed by ACEpath AP Math Editorial Team

Last Updated: September 2026

On the AP Exam

Concept Review

Topic-Specific Study Method

Training & Error Diagnosis

Past 10-Year AP Exam Appearance

Practice Examples

Cheatsheet

TOPIC REVIEW • NEXT STEP IN YOUR LEARNING LOOP

Ready to check your understanding?

Strengthen this topic with AP-style practice, or continue to next topic.

Start Topic PracticeNext Topic: 9.7 Position, Velocity, Acceleration Vectors