There are 3 empty buckets lined up. Someone takes 4 apples and places each one in a bucket. The placement of each apple is random and independent of the others. What is the probability that the first two buckets end up with no apples?
There are 3 empty buckets lined up. Someone takes 4 apples and places each one in...
There are 3 empty buckets lined up. Someone takes 4 apples and places each one in a bucket. The placement of each apple is random and independent of the others. What is the probability that the first two buckets end up with no apples? (Round your answer to three decimal places. Example: if the true answer is 2/3, you should enter 0.667.)
If there are 3 buckets, each with 3 balls: 1 red, 1 blue, and 1 white. If one ball is randomly selected from each bucket, what is the probability of: a) getting exactly 2 white balls b) getting at least 2 blue balls c) getting 3 white balls d) getting at least 1 red ball
Suppose you have 3 bags containing only apples and oranges. Bag A has 2 apples and 4 oranges, bag B has 8 apples and 4 oranges, and bag C has 1 apple and 3 oranges. You pick 1 fruit (at random) from each bag. a) What is the probability that you picked exactly 2 apples? b) Suppose you picked 2 apples but forgot which bag they came from. What is the probability that you picked an apple from bag A?
3. A group containing c cats and d dogs is lined up in random order; that is, each of the (c d)! permutations is assumed equally likely. What is the probability that the animal in the ith position, l<i<d + c, is a dog?
3. A group containing c cats and d dogs is lined up in random order; that is, each of the (c+ d)! is assumed equally likely. What is the probability that the animal in the ith position, 1 S iSd+ c, is a dog?
An apple juice producer buys all his apples from a conglomerate of apple growers in one northwest state. The amount of juice squeezed from each of these apples is approximately normally distributed with a mean of 2.15 ounces and a standard deviation of 0.15 ounce. What is the probability that a randomly selected apple will contain less than 1.90 ounces? What is the probability that a randomly selected apple will contain between 1.90 and 2.40 ounces? What is the probability...
In Java, Using arrays. You are going to write a program that will play a solitaire (one-player) game of Mancala (Links to an external site.) (Links to an external site.). The game of mancala consists of stones that are moved through various buckets towards a goal. In this version of mancala, the user will be able to choose a number of buckets and a number of stones with which to set up the game. The buckets will be created by...
Programming Problem: define a C++ Bucket class with the following methods: Bucket() constructor that takes two parameters, a string name and an int parameter, the bucket capacity print) takes no paramers. Prints the bucket name, capacity and contents. Returns void. fill) that takes no parameters, fills the bucket to capacity. Returns void. empty ) that takes no parameters, empties the bucket. Returns void pourinto) takes one parameter, a reference to a Bucket object, returns an int that is the number...
3) Someone shoots 4 arrows at a target. These shots are independent of each other as events. The probabilities that they hit the target are given as follows: If three of them hit the target, compute the probability that they were the three first ones.
(Counting-does order matter here?) 1. Eight engineering students are lined up to give presentations at a hiring fair. One person demands to be either first or last. In how many ways can these students line up? (Enter an integer answer.) (Naming events - Venn diagrams - Operations with sets Probability) 2. Suppose that in a senior college class of 500 students it is found that 98 smoke, 229 drink alcoholic beverages, 212 eat between meals, 70 smoke and drink alcoholic...