Question

If we create a list with 10 random elements from 0 to 1 and then calculate...

If we create a list with 10 random elements from 0 to 1 and then calculate it’s average and replace the farthest element with a new random number from 0 to 1. Repeat this process for many times and all the elements in the list will be close to a random number which is from 0 to 1.
How to explain this phenomenon?

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
1-Create a week_tuple and assign the days of the week as strings to the week_tuple. b....
1-Create a week_tuple and assign the days of the week as strings to the week_tuple. b. Print out the elements in the week_tuple. 2-a. The following list has been declared as follows: credit_list = [24,3,15] b. Convert the credit_list to a tuple named credit_tuple. c. Print out the elements in the credit_tuple. 3-a. Write an initialize_list_values function that takes in a number for the number of elements in a list and an initial value for each element. The function creates...
Write a Python program to ask how many elements do users want to create in a...
Write a Python program to ask how many elements do users want to create in a list, then let the user create 2 lists with the number of elements previously entered. Then create and display all combinations of letters, selecting each letter from a different key in a dictionary. Example: How many elements? 2 List 1 = ['a', 'b'] List 2 = ['c', 'd'] Output: ac ad bc bd
In Python: Sublist of list A is defined as a list whose elements are all from...
In Python: Sublist of list A is defined as a list whose elements are all from list A. For example, suppose list A = [0, 1, 2, 3, 4, 5, 6], its has many sublists and one of them is [0, 1, 3] because elements 0, 1 and 3 are all contained in list A. Define a function named returnComplement that accepts two integer lists as the parameter (one of the list is the sublist of the other). Suppose names...
Implement a singly linked list having all unique elements with the following operations.I 0 x –...
Implement a singly linked list having all unique elements with the following operations.I 0 x – Inserts element x at the end. I 1 y x – If the element y exists, then insert element x after the element y, else insert element y before the existing element x. Assuming either the element x or the element y exists. I 2 z y x – Inserts element x in the middle of the elements z and y. The element z...
Part 1 - LIST Create an unsorted LIST class ( You should already have this code...
Part 1 - LIST Create an unsorted LIST class ( You should already have this code from a prior assignment ). Each list should be able to store 100 names. Part 2 - Create a Class ArrayListClass It will contain an array of 27 "list" classes. Next, create a Class in which is composed a array of 27 list classes. Ignore index 0... Indexes 1...26 correspond to the first letter of a Last name. Again - ignore index 0. index...
Conducting a Simulation For example, say we want to simulate the probability of getting “heads” exactly...
Conducting a Simulation For example, say we want to simulate the probability of getting “heads” exactly 4 times in 10 flips of a fair coin. One way to generate a flip of the coin is to create a vector in R with all of the possible outcomes and then randomly select one of those outcomes. The sample function takes a vector of elements (in this case heads or tails) and chooses a random sample of size elements. coin <- c("heads","tails")...
using dr.racket programing language If we write a function that tests whether a list contains only...
using dr.racket programing language If we write a function that tests whether a list contains only strings, odd numbers, or even numbers, you will notice that the code that iterates through the list stays the same, with the only change being the predicate function that checks for the desired list element. If we were to write a new function for each of the tests listed above, it would be more error-prone and an example of bad abstraction. We could write...
1.      Create 100 text files automatically; in each file write a random number from 1 to 10....
1.      Create 100 text files automatically; in each file write a random number from 1 to 10. Use outputstreams (fileoutputstream, buffredwriter….) 2.      Read the content of the 100 files and combine them into a 1 single file. 3.      Write java code to do the following: a.      To write the following text into a text file EEEESAAA@23SDCFSAWERF%WASDFGHWERTRQW b.      Read the file using a java program c.      Find how many D’s in the file d.      Extract the text between the @ and the # 1. Create 100 text files...
Assume we have a box with 10 chips, each with a number written on it from...
Assume we have a box with 10 chips, each with a number written on it from 1-10. We reach in, pull out a chip, look at the number and write it down, then put the chip back. We do this 2 times. We describe this as N = 2 for the sample size. Then we take the mean of the two numbers we recorded. We repeat this 5000 times, each time drawing a random sample of 2, with replacement (i.e.,...
1. Create 20 random numbers from a binomial distribution of 500 trials and the p-value of...
1. Create 20 random numbers from a binomial distribution of 500 trials and the p-value of 0.4. Draw a distribution graph of these numbers. How does the distribution look like? Is the central limit theorem held true in this case? Why or why not? Now, increase the sample size to 100 and repeat the same process. Is the central limit theorem held true in this case? Why or why not? Explain using evidence.
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT