A carnival game is played using an open box with a rectangular bottom measuring 6 inches by 13 inches. A
square with side lengths of 4 inches is painted on the
bottom of the box. The game is played by dropping a
small bead into the open box. If the bead comes to rest
in the painted square, the player wins a prize.
Assuming a bead dropped into the box comes to rest at
a random spot on the bottom of the box, which of the
following is closest to the probability that the bead
comes to rest in the painted squaje?
A. 0.05
B. 0.10
C. 0.21
D. 0.31
E. 0.67