Ans D) 1-BINOM.DIST(3,5,0.2,1)
Explanation:
P( atleast 4) = 1 - P(X<= 3)
= 1 - BINOM.DIST(3,5,0.2,1) ans.
Question 15 of 21 5 Points Suppose that you go to a carnival and decide to play one of the games. In the game you toss a ring and must have it land in a cup. Assume the probability you can land it in the cup is 0.02, and that each toss is independent. To play the game you are given 5 rings and to win the stuffed animal prize you must land at least 4 of them in the...
Please answer all parts to this 4 part question Suppose you have a six sided die. One face is printed with the number 1. Two faces are printed with the number 2. Three faces are printed with the number 3. You also have 3 coins: C_1, C_2, and C_3. C_1 will land Heads with probability 1/5. C_2 will land Heads with probability 1/3. C_3 will land Heads with probability 1/2. You roll the die. If the die lands with a...
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please type your answer Show all work, and staple your work together. Draw all trees. You take your significant other to the carnival. There are many games to play, each game costs $5. You have a chance to win a stuffed bear for your significant other. The games are as follows: A-You draw 1 card from a standard deck of 52 cards, and flip a coin. You win if the card is a CLUB or you get TAILS on the...
Suppose you have a six sided die. One face is printed with the number 1. Two faces are printed with the number 2. Three faces are printed with the number 3. You also have 3 coins: C_1, C_2, and C_3. C_1 will land Heads with probability 1/5. C_2 will land Heads with probability 1/3. C_3 will land Heads with probability 1/2. You roll the die. If the die lands with a 1 face up, flip coin C_1 If the die lands with...
Suppose you have a six sided die. One face is printed with the number 1. Two faces are printed with the number 2. Three faces are printed with the number 3. You also have 3 coins: C_1, C_2, and C_3. C_1 will land Heads with probability 1/3. C_2 will land Heads with probability 1/5. C_3 will land Heads with probability 1/4. You roll the die. If the die lands with a 1 face up, flip coin C_1 If the die...
Suppose you have a six sided die. One face is printed with the number 1. Two faces are printed with the number 2. Three faces are printed with the number 3. You also have 3 coins: C_1, C_2, and C_3. C_1 will land Heads with probability 1/5. C_2 will land Heads with probability 1/3. C_3 will land Heads with probability 1/2. You roll the die. If the die lands with a 1 face up, flip coin C_1 If the die...
Suppose you have a six sided die. One face is printed with the number 1. Two faces are printed with the number 2. Three faces are printed with the number 3. You also have 3 coins: C_1, C_2, and C_3. C_1 will land Heads with probability 1/5. C_2 will land Heads with probability 1/3. C_3 will land Heads with probability 1/2. You roll the die. If the die lands with a 1 face up, flip coin C_1 If the die...
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Question 1 of 21 4 Points You get this question on an exam: "Assume that the length of time needed to play a round of miniature golf at Noel's Funland is normally distributed with mean u = 45 minutes, and a standard deviation o = 10 minutes. If you randomly sample 25 players, what is the probability that the average for the 25 will exceed 50 minutes?" You solve the problem and get an answer. Now you are asked to...