PLEASE EXPLAIN WHY WEEK 1 TO WEEK K NOT WINNING IS N-1
PLEASE EXPLAIN WHY WEEK 1 TO WEEK K NOT WINNING IS N-1 Sunday, January 27, 2019...
3. In a certain game of chance, you have a 3/4 chance of winning each time you play with the outcomes each time you play independent of each other). Suppose you play the game until you win for the first time. What is the probability you will win the game on the first second, or third time playing it? 4. A box of 40 fuses contains 10 fuses which are defective. If you randomly choose a collection of 5 fuses...
Problem 1. You enter a chess tournament where your probability of winning a game is 0.54 against 20% the players (call them type 1), 0.31 against other 10% of the players (call them type 2), and 0.15 against the remaining 70% players (call them type 3) (a) You play a game against a randomly chosen opponent. What is the probability of winning? (b) Suppose that you were the winner of a game. What is the probability that your oppo- nent...
Need help with assignment This assignment involves simulating a lottery drawing. In this type of lottery game, the player picks a set of numbers. A random drawing of numbers is then made, and the player wins if his/her chosen numbers match the drawn numbers (disregarding the order of the numbers). More specifically, a player picks k distinct numbers between 1 and n (inclusive), as well as one bonus number between 1 and m (inclusive). "Distinct" means that none of the...
1. NIM game. This is a different version or easier version of NIM game Consider a pile of 5 matchsticks. Two people take turns removing 1 or 2 sticks each time from this pile. Suppose both players play smartly (nobody plays a fool move trying to let the opponent wins. But there is only one winner anyway) a)If the person getting the last stick wins, will the first player win? Why? Show the steps the first and second player will...
please explain and show work for the parts I missed 1) You decide to play a few games of Texas Hold'em. Each player is dealt 2 cards from a fair deck of 52 cards. a) How many combinations of 2-card hands are there? (Points: 2) 52 C2 = 1326 +2 b) How many different orderings of 2-card hands are there? (Points: 2) 52 P₂ = 2652 +2 will randomly select 5 digits (the values 0. 1. 2..... 9). If the...
Lottery statistics question. In the New York State Lottery there is a game called Win 4. The object of the game is to select, in order, each of the correct four single digit numbers 0-9 on the random drawing (i.e. each of the 4 numbers will be drawn independently and will result in a 4 digit number from 0000 to 9999 which you must get the numbers in the correct order to win). Suppose you want to play the Win...
explain the answer with clear handwriting please Questions: 1. [10 pts] There are two players A and B. The probability that A wins a game is 0.4, and the probability that B wins a game is 0.6. We randomly choose one player between A and B and let the chosen player play 10 independent identical games. An amount Xin dollars) is rewarded to each win, where X has a continuous uniform distribution over (0,60). Let X be the total amount...
Would you agree to the statement on random sampling methods. Please explain why. In probability samples “each population element has a known (non-zero) chance of being chosen for the sample.” (StatTrek 2020). Some examples of probability samples are, simple random sampling, stratified sampling, cluster sampling, multistage sampling, and systematic random sampling. Simple random sampling is the population and sample consists of “N” objects, and an example is when people play the lottery. Stratified sampling is based on some type of...
Please post screenshots only File Tools View CMSC 140 Common Projects Spring 2019(1) E - 3 x Project Description The Powerball game consists of 5 white balls and a red Powerball. The white balls represent a number in the range of 1 to 69. The red Powerball represents a number in the range of 1 to 26. To play the game, you need to pick a number for each ball in the range mentioned earlier. The prize of winning the...
help please!!! The following table gives the number (lin millions) of men and women over the age of 24 at each level of educational attainment Did not College a Total Completed Some Gender complete high school college graduate high school Males 12.9 15.9 96.3 30.7 90.8 128 41.31037 103.7 Females 12.8 25.7 31.8 17.8 200 62.5 78.1 Total 33.7 A What is the probability that a randomly selected person over the age of 24 did not complete high school?(answer with...