x= rep(NA, 500)
for ( i in (1 : 2500)){
y <- runif(5,0,5)
x[i] = mean(y)
}
mean(x)
var(x)
![mean(x) [1] 2.51055 var (x [1] 0. 3984814](http://img.homeworklib.com/questions/cef52890-732e-11ea-95b1-cfe1970d1077.png?x-oss-process=image/resize,w_560)
here variance = 0.3985
you may want to use set.seed so that answer is fixed
I need help with part g. Use R • step 1. initialize a vector for 500...
write code in R that does the following:
• step 1. initialize a vector for 500 numbers. • step 2. Then use R to sample 5 values from U(0,5), a uniform distribution with min=0 and max=5. Save the average of these uniform numbers into one of the elements of this vector. • Repeat step 2 500 times in a loop until you've filled up your vector. • Finally, take the average of your vector (the average of the 500 averages)!...
I need help in Python. This is a two step problem So I have the code down, but I am missing some requirements that I am stuck on. Also, I need help verifying the problem is correct.:) 7. Random Number File Writer Write a program that writes a series of random numbers to a file. Each random number should be in the range of 1 through 500. The application should let the user specify how many random numbers the file...
part II is what I need help one. part 1 is also
attached for your reference
Part II: Low Pass Filter contd. Noise Removal To observe the noise removal capabilities of a low -pass filter, we will add a second input to the system to simulate noise Step 1: Alter your Simulink model by adding another sine wave function and use a Sum block to add the inputs together as the new input to the system. The second sine function...
Solve d,e and f please using R code
Part I: qqplots This part deals with qqplots of all kinds. Let's do some easy expe riments, first. Let's take a sample from a normal distribution with mu-2, sigma 3, and then look at the hist and the qqplot of that data: set.seed(3) n 100 # Sample size x norm(n,2,3) # Sample from N(mu-2, sigma-3) hist(x) # Looks normal. But that depends on breaks. qqnorm(x) # This doesn't depend on binsize, and...
need help with d.
use
the information above to solve the question for d
1. (Step 3: Practice with standard cell potentials) Use the simulation to determine the half-cell potential for the metal "X". a. What is the balanced half-cell reaction corresponding to the reduction of metal X? 2148) 2e- → X Ls) b. What cell potentials did you measure, to help determine the half-cell reduction potential for metal X, and what values did you obtain (list two different cells,...
I need help. PLEASE DONT USE THE STANDARD NORMAL
DISTRIBUTION TABLE. use normalcdf as part of your answer.
Thank you
W 8.1.15 = 71 and o = 27. Suppose a simple random sample of size n-81 is obtained from a population with (a) Describe the sampling distribution of x. (b) What is P (x > 75.2)? (c) What is P (xs 63.5) ? (d) What is P (67.55 < x < 77.15) ? Click here to view the standard normal...
Please use R
Part I: qqplots. This part deals with qaplots of al inds. Let's do some easy experiments, first. Let's take a sample from a normal distribution with mu-2, sigma -3, and then look at the hist and the qqplot of that data: set.seed(3) n 100 # Sample size # Sample from N(mu-2, sigma-3) # Looks normal. But that depends on breaks. x morm(n,2.3) hist(x) qqnorm(x) # This doesn't depend on binsize, and it looks linear. abline(2,3, col-2) What...
Need help on all parts please and thank you!
19. (0/3.33 Points] DETAILS PREVIOUS ANSWERS ILLOWSKYINTROSTAT1 7.HW.076. The attention span of a two-year-old is exponentially distributed with a mean of about 9 minutes. Suppose we randomly survey 60 two-year-olds. Parta) In words, define the random variable X. the attention span, in minutes, of all children O the attention span, in minutes, of a two-year-old child O the ages of the children with short attention spans O the number of two-year-old...
please I need help with excel or matlab part. part 3
Lab 1 BASIC DATA PROCESSING PRE-LAB ASSIGNMENT 1. Read the lab manual carefully so you know what you have to do when you walk into the lab. 2. In a lab, the resistance of a resistor was measured using 50 samples giving the following values: 119.95 (6), 121.32 (5), 119.57 (7), 117.43(1), 120.76 (15), 120.67 (1), 119.78 (8), 121.43(3), 121.82(1), and 118.47 (3) 2 Estimate the average value of...
Please show all your work. I need step by step. How did
you solve? Please help me both part or both question. Please help
me with all question. Will give you thumbs up.
Part IV – True or False Each question is worth 1 point. For each of the following statements, determine whether it is true or false (circle the answer; you don't need to show any work). 1. True or False: The rank of a square matrix equals its...