EXPERIMENT Suppose a lab rat enters the box with four openings as shown. If each decision about the direction is made at random, create a simulation to determine the probability that the lab rat will leave the box before going through 5 intersections. a.
Roll a number cube. If the outcome is 1 or 2, then make a right turn. If the outcome is 3 or 4 then go straight. If the outcome is 5 or 6 then make a left turn. Record whether the lab rat leaves the box after going through 2, 3, 4, or more intersections. Repeat the experiment numerous times.

b.
Flip a coin. If the outcome is heads, then make a right turn. If the outcome is tails, then make a left turn. Record whether the lab rat leaves the box after going through 2, 3, 4, or more intersections. Repeat the experiment numerous times.

c.
Draw a red or white marble. If the outcome is a red marble, then make a right turn. If the outcome is a white marble, then make a left turn. Record whether the lab rat leaves the box after going through 2, 3, 4, or more intersections. Repeat the experiment numerous times.

d.
Roll a number cube. If the outcome is 1, then make a right turn. If the outcome is 3, then go straight. If the outcome is 5, then make a left turn. Record whether the lab rat leaves the box after going through 2, 3, 4, or more intersections. Repeat the experiment numerous times.