In the mobile app "Cut the Rope", a mass (of candy) swings on a rope and the game player selects a point to cut the rope so it lands in a cute little monster's mouth. Imagine that the mass (m=59 g) is suspended from a fixed pivot point by a massless string of length L = 0.735 m. It is released from an angle *= 79.37, swings through its lowest point, and is then cut on the other side at theta = 21.13. Once cut, the mass flies and lands in the mouth of Om Nom (the little, hungry monster) The surface is at the same height as the mass when the rope is cut.    

How far is Om Nom standing from where the rope is cut to catch the candy (what is d)? Express your answer in meters.

     

Transcribed Image Text:

L e d L e d