Draw a picture of a ladder with 20 rungs . Place a marker at ground level at the bottom of the ladder . Your goal is the top of the ladder , counting how many times you need to roll one die in order to reach the top of the ladder . (a ) Perform the experiment 10 (TEN ) times , including all roll results so that your information can be verified . include roll results will earn no credit for the experiment . (b ) After completing all ten trials for the ladder experiment , find the average number of rolls it took to success the ladder .(c ) Post the results of your experiment ( for each trial + the overall average ) in this discussion forum.( RULES : You navigate the ladder upward /downward by rolling a die . If you throw an even number you mov that number of rungs ; if you throw an odd number you move down the ladder that number of rungs . (The you can go downward is ground level . Example : You are on rung 2 and roll a 5, you stop at ground level . into a negative state . If your next roll is an odd number , you do not move . If your next number is an even resume climbing the ladder based on the number on the die . ( 3) How would this experiment differ if you could go into negative rungs on the ladder as opposed to simpl ground level ? (4) Provide one example each where you use probability and counting rules at home or work . (20 points -- http://www.random.org/dice/