How do you find the arc length of a polar curve? Calculus Polar Curves Determining the Length of a Polar Curve 1 Answer Wataru Sep 22, 2014 We can find the arc length L of a polar curve r=r(theta) from theta=a to theta=b by L=int_a^bsqrt{r^2+({dr}/{d theta})^2}d theta Answer link Related questions How do you find the exact length of the polar curve r=e^theta ? How do you find the length of the polar curve r=theta ? How do you find the length of the polar curve r=5^theta ? How do you find the length of the polar curve r=cos^3(theta/3)? How do you find the length of a petal of a polar curve? How do you find the exact length of the polar curve r=3sin(theta) on the interval 0<=theta<=pi/3 ? How do you find the exact length of the polar curve r=1+sin(theta) ? What is the arclength of r=3/4theta on theta in [-pi,pi]? What is the arclength of r=4theta on theta in [-pi/4,pi]? What is the arclength of r=costheta-3sin2theta on theta in [-pi/4,pi]? See all questions in Determining the Length of a Polar Curve Impact of this question 5895 views around the world You can reuse this answer Creative Commons License