Smallest value in HISTOGRAM 1 is 6(accurately 6.5)
Smallest value in HISTOGRAM 3 is 6(accurately 6.5)
In third question from the 3 histograms very few values outside the range of 7 and 11, that is, bulk data is between 7 and 11. Therefore option 1 is correct.
understandable stat Histograms of random sample data are often used as an indication of the shape...
A shaft manufactuer takes readings of some shafts during a shift (one out of every 100 parts). the data provided is 6, 7, 7, 8, 8, 8, 8, 9, 9, 10, 10, 10, 10, 11, 11, 12. 1.) What is the percent of shafts between 6 and 8mm (must use z score)? 2.) construct a histogram of the sample with a cell interval of one. what is the shape of the distribution, based on the histogram? 3.) what is the...
Instructions First, download real estate data from the city of Ames, Iowa: download.file("http://www.openintro.org/stat/data/ames.RData", destfile = "ames.RData") load("ames.RData") Now write code in R to answer the following questions. Make sure the script that you turn in includes the code that you write, the output that you get from that code (in a comment), and a sentence or more answering the question if there was one (also in a comment). Consider the variable Gr.Liv.Area of the ames data frame, which represents the...
Week 7 1) The population from which a sample is drawn is: a) Always Normal in shape b) Bigger in size than the sample size (N is greater than ) c) A large number of subjects or people d) None of the above 2) The probability of 2 heads when we flip a coin twice is: a) 1 b).5 C) 25 d).75 e) Unknown 3) How many possible values of the variable "# of heads when a coin is flipped...
In a random sample of 316 people that were tested for the Norcovirus, it was found that 262 did not have the virus. Construct a 95% confidence interval to estimate the proportion of the population that does not have the Norcovirus. a. Which parameter are you estimating? р X b. What is the point estimate? (Round your answer to four decimal places) = 0.8291 P c. Check all of the requirements that are satisfied. random the 7 distribution is normal...
QUESTION 10 What is the difference between a parameter and a statistic? O Parameters are sample values and statistics are population values. O None of the above. O Parameters are population values and statistics are sample values. O Parameters and statistics are both sample values. There is no difference between them. O Parameters and statistics are both population values. There is no difference between them. QUESTION 11 What is the sampling distribution of a statistic? O The distribution of statistic...
Complete parts (a) through (e) for the population data below. 1, 4, 7, 10 a. Find the mean, l, of the variable. u= (Type an integer or a decimal. Do not round.) b. For each of the possible sample sizes, construct a table with all possible samples and their sample means, and draw a dotplot for the sampling distribution of the sample mean. Find the sample mean x for each possible sample of size n= 1. Sample X 1 4...
Unit 6 Lesson 3 Classwork (Adapted from Math Vision Project) Data Distribution A lot of information can be obtained from looking at data plots and their distributions. It is important when describing data that we use context to communicate the shape, center, and spread. Shape and spread: Modes: uniform (evenly spread- no obvious mode), unimodal (one main peak), bimodal (two main peaks), or multimodal (multiple locations where the data is relatively higher than others). Skewed distribution: when most data is...
please answer correctly and answer all questions.. this is
revision question...
7. Which of the following is BEST graphical method for describing categorical data? A. Bar chart B. Histogram C.Box-plot D. Pareto chart 8. Which of the following is NOT property of the variance? A. It measures the amount of spread or variability of observation from mean B. Standard deviation is square root of variance C. Normally used for describing measure of dispersion during reporting research data D. It is...
4- Variance and Standard deviation (how far the data values lie from the mean) The mean, mode, and median do a nice job in telling where the center of the data set is, but often we are interested in more. For example, a pharmaceutical engineer develops a new drug that regulates iron in the blood. Suppose she finds out that the average sugar content after taking the medication is the optimal level. This does not mean that the drug is...
The following data was collected on the number of billboards along the I-76 in a given week: 5, 8, 10, 13, 7, 9, 10, 11, 8, 9 a. Calculate the sample mean b. Calculate the sample median c. Calculate the range d. Calculate the sample standard deviation e. Calculate the z-score for the first observation. Is it an outlier? f. Based on the Empirical Rule, 95% of the data should lie between what two numbers? g. Use any software to...