Question:

than one bultet hole 7 20 Targets Bias or Lack of Precision

Last updated: 6/2/2023

than one bultet hole 7 20 Targets Bias or Lack of Precision

than one bultet hole 7 20 Targets Bias or Lack of Precision Again a If a rifleman s gunsight is adjusted correctly but he has shaky arms the bullets might be scattered widely around the bull s eye target Draw a sketch of the target with the bullet holes Does this show variation lack of precision or bias Explain how you can tell from the widths of the graphs which has the largest sample n 40 and which has the smallest sample n 10 Jl ill amount Each dot in the dotplots represents the proportion of suc cess for one person For instance the dot in Figure A farthest to the right represents a person with an 80 success rate One dotplot rep TRY 7 33 What Is the Proportion of Seniors Example 5 resents an experiment in which each person had 10 trials another shows 20 trials and a third shows 40 trials population of college students is taking an advanced math clas the class are three juniors and two seniors Using numbers 1 3 to represent juniors and 4 and 5 to represent seniors sample out replacement Draw a sample of two people four times on each of parts a b c and d and then fill in the following table a Use the first line reprinted here from the random number table select your sample of two The selections are underlined 02779 72645 86009 B ooooooooooo CL 0 0 0 1 0 2 0 3 0 4 0 5 0 6 0 7 0 8 0 9 1 0 Sample Proportion 0000 7 28 ESP Again In the graph for Exercise 7 27 explain how you can tell from the shape of the graphs which has the largest sample size and which has the smallest sample size 7 29 Standard Error Which of the dotplots given in Exercise 7 27 has the largest standard error and which has the smallest stan dard error selecting any particular shape is 0 20 A card is selected randomly and a person is asked to guess which card has been chosen The graph below shows a computer simulation of experiments in which a person was asked to guess which card had been selected for a large number of trials If the person does not have ESP then his or her proportion of successes should be about 0 20 give or take some 7 30 Bias Assuming that the true proportion of success for the trials shown in the graph for Exercise 7 27 is 0 2 explain whether any of the graphs shows bias 7 31 Fair Coin One of the graphs shows the proportion of heads SECTION EXERCISES CHAPTER 7 7 32 Far from Fair Which of the graphs in Exercise 7 31 is centered farthest from 0 50 32699 Report the percentage of seniors in the sample Count the numb 4 s and 5 s and divide by the sample size 2 b Use the next line to select your sample of two 31867 85872 91430 45554 Report the percentage of seniors in the sample c Use the next line to select your sample of two 75298 75250 34546 07033 Report the percentage of seniors in the sample d Use the last line to select your sample of two 09541 80623 09084 98948 Report the percentage of seniors in the sample e Fill in the rest of the table below showing the results of the four samples Repetition 1 from part a 2 from part b 3 4 p Population Proportion of Seniors 2 5 0 4 p Sample Proportion of Seniors 1 2 0 5 Error p 0 5 0 4 7 34 Simulation From a very large essentially infinite popul of which half are men and half are women you take a random s