As of 2012, about 37% of households in the U.S. own dogs, about 30% own cats, and about 13% own both. 46% have neither.
a. What percentage of households own at least one of these pets?
b. What percentage of households own only one of these pets?
c. Are owning a dog and owning a cat disjoint events? Why or why not?
As of 2012, about 37% of households in the U.S. own dogs, about 30% own cats,...
In a town, 30% of the households own a dog, 20% own a cat, and 60% own neither a dog nor a cat. If we select a household at random, what is the chance that they own both a dog and a cat? please show all steps and also mention your reasoning in details.
Approximately 34 percent of U.S. households own at least one cat. A. Using the random digit table provided below, explain how you would conduct a simulation to estimate the percentage of cat owners among U.S. households. Assume that you will look at 10 households at a time. (8 points) 95911 55241 74053 41002 18096 23370 19411 15586 98282 81306 73024 33198 03846 22199 73312 59593 05126 99863
11) The probability of an Emerald Gates subdivision resident having a privacy fence is 60%. The probability of a resident owning a dog is 35%, and the probability they own a dog and have a privacy fence is 25%. (8 points) a) Given a resident has a dog, what is the probability they have a privacy fence? b) Are having a dog and having a privacy fence independent events? Explain using probabilities. c) Are having a dog and having a...
The goal of this homework is to write a small database system for an Animal Shelter. This is a no-kill shelter like the one just west of the Addition Airport. You will accept animal “donations” to the shelter, but mostly only dogs and cats. (But yes, there may be the occasional hamster or other nondog, non-cat animal donation.) At present, all we need to do is write the skeleton of a database that will track all the animals in the...
For this assignment, suppose that a fence is recording entry and exit into the park via a string as the gate swings open and folks walk in or out with their pet. For example, C++ DP+dp+CP+cp would indicate that an adult dog and an adult entered the park, then a puppy and child entered the park, then an adult cat and an adult entered the park and finally a kitten and a child entered the park. From this information, note...
This is the question about object-oriend programming(java) please show the detail comment and prefect code of each class, Thank you! This question contain 7 parts(questions) Question 1 Create a class a class Cat with the following UML diagram: (the "-" means private , "+" means public) +-----------------------------------+ | Cat | +-----------------------------------+ | - name: String | | - weight: double | +-----------------------------------+ | + Cat(String name, double weight) | | + getName(): String | | + getWeight(): double | |...
can you please do 30, 31, 37, 39b and show work?
30) A machine has a probability 0.03 of producing a defective glf b When 3 golf balls are manufactured by this machine, find the probability that none of the golf balls is defective 31) When three people are selected randomly, find the probability that their birthdays are all different 32) The mean credit card debt for college students in the U.S. is $2100. Is 2100 a parameter or statistic?...
Please provide answers according to question numbers thank
you.
STAT 160-991 Assignment 1 (based on Handouts 1 - 8) (1) Which of the following statements applies to this set of data values: 17, 15, 16, 14, 17 18, and 22? (a) The mean, median, and mode are all equal. b) Only the mean and median are equal. (c) Only the mean and mode are equal. (d) Only the median and mode are equal (2) A sample of students who have...
WRITE IN PSEUDOCODE USING THE FOLLOWING GUIDELINES Classes Program 1: WAKA, WAKA. Pac-Man was a big hit back in the 80s. One of the things he could do was “teleport” from one side of the screen to the other, and that’s what we’re going to implement here. For this program, you’re going to write a class (called “PacMan”) that only has two attributes: an X and Y location. Imagine the player is on a 10x10 grid and starts at location...
Please provide all answers according to question numbers thank you
(2) A sample of students who have taken a calculus test has a mean score of 78.2, a mode of 67, and a median score of 67. Based on this information, what may one deduce about the distribution of the test scores? (a) It is symmetric. (b) It is right-skewed. (c) It is left-skewed. (d) It is bimodal. (3) What is the set of all simple events of an experiment...