You have to keep drawing cards from a deck of cards(with replacement) until you have drawn both a 1 and a 13. What is the expected number of times you would have to draw cards until you can stop
a 6.5
b 18
c 19.5
d 26
You have to keep drawing cards from a deck of cards(with replacement) until you have drawn...
1) You start with a full deck of cards, which have been shuffled. You draw cards from the deck, with out replacement, until you get a card other than an ace. What is the expected value of the number of cards drawn? 2) What is the expected number of face cards (jack, queen, or king) in a three card hand drawn at random from a standard deck of cards? 1) You start with a full deck of cards, which have...
Two coins are tossed. Then cards are drawn from a standard deck, with replacement, until the number of “face” cards drawn (a “face” card is a jack, queen, or king) equals the number of heads tossed. Let X = the number of cards drawn. Find E(X).
1.33 R: Cards are drawn from a standard deck, with replacement, until an ace appears. Simulate the mean and variance of the number of cards required. 10
(1) You keep drawing a pair of cards (all at once and therefore without replacement) from a well-shuffled deck of 52 cards until both cards turn out to be aces. What are the chances that you (a) succeed at the very first attempt? (b) need more than 10 attempts? (b) need at most 4 attempts?
Suppose we pick cards from a deck randomly, with replacement and reshuffling, until an ace comes up. Let X represent the number of cards we picked. Calculate: (a) E[X] (b) Var[X] (c) I offer you $13^n if the number of cards picked is equal to n. What is the expected value of how much I will pay you?
You draw cards from a standard 52-card deck until you draw the ace of spades. What is the expected number of cards you draw, if... (a) ...you do not replace the drawn cards? (b) ...after each failed draw, you replace the card and reshuffle the deck?
Suppose two cards are drawn without replacement from an ordinary deck of 52 cards, find the probability of the following results. A 10 and a 2 are drawn. The second is a king given that the first is not a king Two diamonds are drawn. Are the events of drawing two diamonds independent?
two cards are drawn without replacement from a standard deck of 52 playing cards. What is the probability of choosing a diamond and then, without replacement, heart? Answer need in both reduced fraction if possible and as a decimal number rounded to four decimal places.
Suppose you are asked to draw ten cards without replacement from a regular deck of 52 playing cards. What is the probability of getting exactly 3 Queens or exactly 3 Kings (or both)? I also need help with the other two, please provide an explanation with your work and I will promptly give a positive rating. С https://drive.google.com/drive/folders/lyinXTMXuBMbKU3nO0oRbVKV ug pg 1 Yrmu (18) Suppose you are asked to draw 5 cards from a deck of 52 regular playing cards (a)...
If 2 cards are drawn from an ordinary deck without replacement of the first card, what is the probability of drawing two spades?