"000 Sprint LTE 1. Let the random variable X be the outcome of rolling a six-sided die. Assuming the die is fair, q the probabrhty dtstnbution is as follows: Usmg the above table, P(X S 2) is: O 1/6 0 1/5 1/3 0 l/Z O 2/3 . Suppose that X xs a random variable "ith a mean u. W e observe X many times and keep track (! pai of the average of all of the obsen'ed value: What does the law of large numbers say? A cam/ATIC'H' J 13 The average will get closer and closer to u as we absent more values for X. 'C' As we observe X more, this arrange and the value of p will get larger. C ' The value of u will get larger and larger. 'C'As we observe X more and more, the average will get closer to I. in. None of these ' ' { r 3. Let the random variable X be the outcome of rolling a six-sided the; Assaming the die is fair. the probabxliry dxstn'butron IS as follows: annan x 6 ' (Li pain!)"coo Sprint LTE 6:10 PM >< attachment-03312017.png 4. Let the random variable X be the outc the probability distribution is as follows: . Which of the folloxung is an example of a dxscrcze random variablc' '2' Length of a car 6. Which of the following is an example of a continuous random varxable? f." ' Height ofa tree Numbct of cards randomly drawn by a person from a deck . Numbrr of people taking math classes at a college .. Amount of boats rncmg m a boarmg event