is the number of fish caught during a fishing tournament discrete or continuous
This is a discrete
Discrete data have finite values, or buckets. You can count them
is the number of fish caught during a fishing tournament discrete or continuous
There are a total of 100 fishes in a pond for a fishing tournament. 25 are bluegill, 25 are largemouth bass, 35 are channel catfish, and 15 are crappies. Question A: What is the probability of someone catching bluegill, then a catfish, then bluegill and finally a crappy without replacing the fish back to the pond. Question B: What is the probability someone catching a crappy back to back if after each catch the fish is put back to the...
In C++ program Fishing Game Simulation For this assignment, you will write a program that simulates a fishing game. In this game, a six-sided die is rolled to determine what the user has caught. Each possible item is worth a certain number of fishing points. The points will not be displayed until the user has finished fishing, and then a message is displayed congratulating the user depending on the number of fishing points gained. Here are some suggestions for the...
Ken is considering entering a local fishing tournament, but his choice to enter depends somewhat on whether his rival, Billy, will enter the same fishing tournament. Ken thinks that he has a 0.40 probability of winning the fishing tournament if Billy does not enter the tournament, and a 0.25 probability of winning if Billy does enter the fishing tournament. If the probability that Billy enters the fishing tournament is 0.45, a) find the probability that Ken wins the fishing tournament....
Someone goes fishing and catches a bucket of fish of the same species. Their weights are: Wf ish = [1.25, 2, 1.75, 1, 1.3, 1.8, 1.7, 1.2, 1.5] Looking at pictures of fish, the expected weight of the fish in the image of a webpage is stated to be 1.65. a) Using the t-test can you test the weights of the fish caught support or reject that these fish belong to the same species seen in the catalogue? Please use...
A commercial fisherman notices the following relationships between hours spent fishing and the quantity of fish caught (see table below). What is the marginal product of each hour spent finishing? Assuming the worth of the fisherman’s time is $10 per hour, compute the marginal cost of catching a fish. How many hours should the fisherman work if fish can be sold for $3 each? Hours Fish caught Marginal Product Marginal cost (per one fish) 0 0 not available not available ...
2.49 For each variable, decide if it is discrete or continuous: a. The number of cases of flu diagnosed at a college in a given semester b. The weight, in grams, of a rat's hypothalamus c. The number of teachers, including substitutes, in a school district who are certified to teach high school math d. The number of times that a rat pushes a lever in a Skinner box during a 15-minute period e. How long, in seconds, it takes...
Question4 Not yet answered Points out of 4.00 Flag question Give an example of a continuous random variable. Select one: a. The number of coins contained in a slot machinde b. The number of traffic accidents in a city C. The number of gallons of water in a reservoir d. The number of tables sold at a furniture store e. The number of fish caught by a fishing boat
State whether the variable is discrete or continuous. The number of cups of coffee sold in a cafeteria during lunch.
Decide whether each situation demonstrates a discrete or continuous random variable. 1. The number of faculty members who entered Lindner before 9:00 AM today. ---Select--- Discrete Continuous both Continuous and Discrete neither Continuous nor Discrete 2. Your weight in kilograms every morning ---Select--- Discrete Continuous both Continuous and Discrete neither Continuous nor Discrete 3. The total distance in miles to the airport for all of the students attending BANA2081 on any given day. ---Select--- Discrete Continuous both Continuous and Discrete neither Continuous...
Is the quantitative variable discrete or continuous? The number of customers served in one day at the drive through in a local bank. The variable is discrete because it is not countable The variable is continuous because it is measured and not countable. The variable is continuous because it is not measured. The variable is discrete because it is countable