I have the answers but want to make sure I'm doing this right, can you please do as much step by step process as possible. Mostly worried about 6 and 7.
I have the answers but want to make sure I'm doing this right, can you please...
i. Consider a weighted 6-sided biased die that is twice as likely to produce any even outcome as any odd outcome. What is the expected value of 1 roll of this die? What is the expected value of the sum of 9 rolls of this die? ii. Let X denote the value of the sum of 10 rolls of an unweighted 6-sided die. What is Pr(X = 0 mod 6)? (Hint: it is sufficient to consider just the last roll)...
i. Consider a weighted 6-sided die that is twice as likely to produce any even outcome as any odd outcome. What is the expected value of 1 roll of this die? What is the expected value of the sum of 9 rolls of this die? ii. Let X denote the value of the sum of 10 rolls of an unweighted 6-sided die. What is Pr(X = 0 mod 6)? (Hint: it is sufficient to consider just the last roll) *side...
Please I need the answers for the Two examples.
Example 3: Show that the following function is a pmf and find the probability distribution. x +1 20 x) =ーー.tor x = Example 4: If we roll a die and let X denote the outcome, then X has pmf of X is P(X=x)=- for x=1.2, 3, 4, 5, 6 Graph for pmf for example 4 will looks like pmf 1 2 3 4 5 6
I'm very confused about how to do it. I think you have to use R
to solve the question. Any help would be appreciated thanks.
Suppose you work for a casino and have been tasked with determining whether a particular six-sided die is fair, in which case the probability is exactly 1/6 that a roll of the die results in any one of its six face values. Suppose there are two commonly used sets of face value weights among biased...
I
have lost so many questions with incorrect answers. Please answer
these. I will be grateful!
7. Inside an urn are N marbles mumbered from 1 to N where N e Z ad N 1. Pick one marble from the urn and let the number on the marble be X. Determine X's pmf. What is E(X)? 8. An urn contains three white balls and two red balls. The balls are drawn from the urn, one at a time without replacement,...
all questions please
1. (a) What is the sample space S for flipping a coin until you get a head or 4 consecutive tails? Write down your sample space by listing the elements (b) An experiment involves tossing a pair of dice, one green and one red, recording the numbers that come up. These are special dice. Each die has only 5 sides and are labeled with the numbers 1, 2, 3, 4, 5. Let r be the outcome on...
Please help
3. 1/14 points | Previous Answers DevoreStat9 3.E.018. Notes O Ask Your T Two fair six-sided dice are tossed independently. Let M - the maximum of the two tosses (so M(1,5) - 5, M(3,3) 3, etc.). (a) What is the pmf of M? [Hint: First determine p(1), then p(2), and so on.] (Enter your answers as fractions.) p(m) (b) Determine the cdf of M. (Enter your answers as fractions.) 1 sm< 2 Graph the cdf of M. F(m)...
Can someone help me in number 1, 2 and 3?
Thank you
1. (a) What is the sample space S for flipping a coin until you get a head or 4 consecutive tails? Write down your sample space by listing the elements. (b) An experiment involves tossing a pair of dice, one green and one red, recording the numbers that come up. These are special dice. Each die has only 5 sides and are labeled with the numbers 1, 2,...
Please show all work so I can learn <3 XOXO I would
appreciate it alot ;)
1 Random Variables Consider the probability space (2, A, P) defined as follows: .A-2. i.e., the event space is the power set of Ω; P(R)1/3, P(G) P(B) PY-2/9, where we define the probability only for the clementary outcomes, and the probability of every event in A can be deduced from these valucs (as per discussion in section A.5) This probability space can model, for...
both 7 and 8
7. Suppose two dice are rolled. Find the probabilities of the following events a) the maximum of the two numbers rolled is less than or equal to 2; b) the maximum of the two numbers rolled is less than or equal to 3; c) the maximum of the two numbers rolled is exactly equal to 3 d) Repeat b) and c) for r instead of 3, for each z from 1 to 6. e) Denote by...