Question

Please Explain! a. You flip a coin and roll a die. Describe the sample space of...

Please Explain!

a. You flip a coin and roll a die. Describe the sample space of this experiment.

b. Each of the 10 people flips a coin and rolls a die. Describe the sample space of this experiment. How many elements are in the sample space?

c. In the experiment of part b. how many outcomes are in the event where nobody rolled a five? How many outcomes are in the event where at least one person rolled five?

d. Find the probability of the events in part c. What assumptions have you made?

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
QUESTION 1 You flip a coin and roll a 10 sided die. How many elements are...
QUESTION 1 You flip a coin and roll a 10 sided die. How many elements are in the sample space?   QUESTION 2 You flip a coin and roll a 10 sided die. What is the probability getting a tail and rolling a 5? QUESTION 3 How many ways can you select 2 items from 20 if order does not matter? QUESTION 4 How many ways can you select 2 items from 20 if order matters? QUESTION 5 Suppose that we...
If you roll a die and flip a coin. What is the probability of rolling a...
If you roll a die and flip a coin. What is the probability of rolling a 3 and flipping a tails?
You create a game that involves flipping a coin and rolling a six-sided die. When a...
You create a game that involves flipping a coin and rolling a six-sided die. When a player takes their turn they first flip the coin to determine if they are going to deal or receive damage. The person then rolls the die to determine the amount of damage dealt. For this game, explain the difference between an event versus a simple event. What does that have to do with sample space Give the sample space for the game. Use H...
You flip a fair coin. If the coin lands heads, you roll a fair six-sided die...
You flip a fair coin. If the coin lands heads, you roll a fair six-sided die 100 times. If the coin lands tails, you roll the die 101 times. Let X be 1 if the coin lands heads and 0 if the coin lands tails. Let Y be the total number of times that you roll a 6. Find P (X=1|Y =15) /P (X=0|Y =15) .
Consider an experiment where a fair die is rolled repeatedly until the first time a 3...
Consider an experiment where a fair die is rolled repeatedly until the first time a 3 is observed. i) What is the sample space for this experiment? What is the probability that the die turns up a 3 after i rolls? ii) What is the expected number of times we roll the die? iii) Let E be the event that the first time a 3 turns up is after an even number of rolls. What set of outcomes belong to...
In a sequential experiment we first flip a fair coin. If head (event H) shows up...
In a sequential experiment we first flip a fair coin. If head (event H) shows up we roll a fair die and observe the outcome. If tail (event T) shows up, we roll two fair dice. Let X denote the number of sixes that we observe. a) What is the sample space of X? b) Find the PMF of X and E[X]. c) Given that X = 1, what is the probability that head showed up in the flip of...
Let’s think about the experiment where you flip a coin two times. Draw a tree diagram...
Let’s think about the experiment where you flip a coin two times. Draw a tree diagram for this experiment. And how many outcomes are possible? List all the outcomes included in each of the following events. A = At least one head is observed. B = Not more than one head is observed. Are the events A and B in part (b), mutually exclusive? Explain why or why not.
1: How many possible outcomes are there if you 3 times in a row either roll...
1: How many possible outcomes are there if you 3 times in a row either roll a die or flip a coin each time?  2: How many different outcomes are there if 3 numbers are drawn in sequence out of a bucket containing the numbers 0 -9? 3: How many possibilities are there for 3 consecutive rolls of a die without two consecutive rolls leading to the same number ?
You have a fair five-sided die. The sides of the die are numbered from 1 to...
You have a fair five-sided die. The sides of the die are numbered from 1 to 5. Each die roll is independent of all others, and all faces are equally likely to come out on top when the die is rolled. Suppose you roll the die twice. Let event A to be “the total of two rolls is 10”, event B be “at least one roll resulted in 5”, and event C be “at least one roll resulted in 1”....
For the following experiments list: a) the possible events in the sample space; and b) the...
For the following experiments list: a) the possible events in the sample space; and b) the probability of each event. EXAMPLE: one flip of a normal coin. Sample space: {heads, tails} Probabilities: P(heads) = .5, P(tails) = .5 A random draw from a bag containing 8 red balls and 5 green balls. The simultaneous flip of two normal coins. The flip of a coin and the roll of a normal 6-sided die.