A.Do the following experiments. List all the possible Sample Space. 1. Rolling a die and tossing a coin simultaneously . 2. A coin is tossed 5 times. What is the probability of getting atleast 3 heads ?
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- ersity of Nizwa If 20 babies are born, Assume that the gender of a baby is male or female. recording if the baby is male or not. Which of the following experiments would have the same distribution as of this situation? Select one: O A. Choose the first twenty digits from a row in the random number table. Designate odd numbers to mean "female" and even numbers to mean "male." O B. Flip a coin twenty times. Designate a head to mean "female" and a tail to mean "male." O C. Roll a die twenty times. Designate a 1, 2, or 3 to mean "female" and a 4, 5, or 6 to mean "male." O D. All of these will have the same distribution Nex 电月公。 اكتب هنا ل لبحث TOSHISAA fair coin is flipped, and a six-sided fair die is thrown at the same time. Give the sample space for the experiment above. What is the probability of getting a 3 on the die if a tail showed up on the coin?1. TOSSING THREE COINS Suppose three coins are tossed. Let Y be the random variable representing the number of tails that turn up. Find the values of the random variable Y. Complete the table below. POSSIBLE OUTCOMES VALUE OF THE RANDOM VARIABLE Y (Number of Tails)
- How do I solve this problem? In Guelph, a convenience store plans to form a team of three employees to boost its sales. To do this, the owner tosses a fair coin. A male employee makes the team if the coin turns up head. A female employee makes it otherwise. A. Find the sample space associated with this random experiment. B. What is the probability that at most two women will make the team? C. What is the probability that at least two women will make the team? What is the probability that less than two women will make the team? D. If there is at least one woman in a team of 3 employees, what is the probability of having two men in that teamWhat do you call the set of all possible outcomes in an experiment? a. Event b. Random Variables c. Sample Space1. The random numbers below represent 10 trials of a simulation. 2632, 1365, 9367, 2056, 0026, 6564, 1434, 8045, 4781, 8681 The numbers 0-7 represent students who watched television last night, and the numbers 8 and 9 represent students who did not. Based on the simulated data, what is the probability that exactly 2 out of a group of 4 randomly selected seventh-graders watched television last night? 4 10 © To 5. 10 9 10
- In designing an experiment involving a treatment applied to 6 test subjects, researchers plan to use a simple random sample of 6 subjects selected from a pool of 54 available subjects. (Recall that with a simple random sample, all samples of the same size have the same chance of being selected.) Answer the questions below. a. How many different simple random samples are possible? 0 Wiew an example Ask my instructor E I I I D B C $ 4 I R F V % 5 1 T G 6 B MacBook Air H N 8 UI U P M ( 9 K 199 10 O < I H 6 O H P L Clear all command I { option ? Check answer " I 1Q3. If one dice and a coin are tossed instantaneously, obtain the sample space and sample points for the same. What is the probability that we obtain head and six on the upper faceMai chooses a letter at random from the word DREAM, then flips a fair coin. 1. Write all the possible outcomes in the sample space. 2. What is the probability that Mai chooses the letter D and the coin lands on tails?
- 1. Please take a look for task and solve the probability problem.A bag has 12 different-colored marbles: 4 green, 5 blue, 1 yellow, and 2 orange. You draw a marble from the bag. If you get an orange marble or yellow marble, you win a prize. The table shows that there were 50 trials of picking a marble from the bag. 1.Use the results of the simulation to calculate the experimental probability of winning. Show your work and provide the formula/ratio used. 2.What was the most likely outcome in the simulation? What was the least likely outcome? Why?