Round and round they go

Calculus Level 3

Three points \({\color{blue}A}, {\color{red}B},\) and \({\color{green}C}\) are moving counterclockwise around a unit circle with periods \(\SI{1}{\second}, \SI{2}{\second},\) and \(\SI{3}{\second},\) respectively.

They started from the same position on the circle.

What is the maximal area of triangle \({\color{blue}A}{\color{red}B}{\color{green}C}?\)

×

Problem Loading...

Note Loading...

Set Loading...