math (statistics)
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Consider the experiment of simultaneously tossing a fair coin and rolling a fair die. Let X denote the number of heads showing on the coin and Y the number of spots showing on the die. a. List the outcomes in S. b. Find Fx,y(1,2).
asked by Jen on October 25, 2011 
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Consider the experiment of simultaneously tossing a die and a coin. Let X denote the number of heads and Y denote the number of spots showing on the die. a)construct a twoway table for the joint pdf b)Let Z=X+Y . Use the joint
asked by Jenna on October 25, 2011 
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There are two simultaneous games. One game is flipping a coin. Payment of tail is $2.50 and head is $1.50. And the other game is rolling a six sided die and paying number of dollars shown on the face of the die. Both the coin and
asked by Samu on October 15, 2014 
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An Experiment consists of flipping a fair coin once and rolling a fair die once. what is the probability of observing a hear or six?
asked by Eliz on February 10, 2010 
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An experiment consists of flipping a coin 3 times and noting the number of times that a heads is flipped. Find the sample space S of this experiment. S=?
asked by Amber on September 7, 2010 
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Suppose you decided to keep flipping a coin until it came up tails. Which of these is most likely? a.flipping the coin 11 times b.flipping the coin 12 times c.flipping the coin 14 times d.flipping the coin 13 times
asked by Anonymous on February 13, 2018 
statistics and probabilities
You have two coins that look identical, but one of them is fair and the other is weighted. The weighted coin has a 3/4 chance of flipping heads and a 1/4 chance of flipping tails. Unfortunately, you've forgotten which coin is
asked by unowen on July 10, 2017 
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You have two coins that look identical, but one of them is fair and the other is weighted. The weighted coin has a 3/4 chance of flipping heads and a 1/4 chance of flipping tails. Unfortunately, you've forgotten which coin is
asked by unowen on July 13, 2017 
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When rolling a die once and tossing a fair coin once, all of the following are possible outcomes except which one? 1. 6H 2. 4T 3. HT 4. 1H
asked by gary on March 8, 2012 
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Markov plays a game for three turns. On each turn, he either rolls a fair, six sided die or flips a fair coin. If he rolls a 1 or 2 on the die, he will switch to the coin on the next turn, and if he flips a tails on the coin, he
asked by Anonymous on July 2, 2018