In the figure shown above \(ABC\) is a right triangle with \(\angle B = 90^\circ\), \(AB=10-\pi\) and \(BC=6\). There is a semi-cylinder with radius \(1\) and its axis is perpendicular to \(AB\). That little ant in point \(A\) must scape to point \(C\) soon! What is the length of shortest way for him to going to his nest in point \(C\)?

×

Problem Loading...

Note Loading...

Set Loading...