Determine the sampling error for the proportion of customers who own less than 385 if the population and sample data are listed below. Population N = 150 4 11 14 18 24 27 28 29 36 38 40 43 46 58 61 67 68 69 78 78 81 83 90 92 93 94 99 99 100 111 111 111 112 113 122 128 129 131 132 137 137 144 144 153 155 156 158 159 159 161 167 169 171 175 177 180 180 185 198 201 205 205 209 213 214 214 215 223 227 229 231 235 235 237 239 244 247 247 262 264 264 267 271 274 275 277 278 288 289 292 296 302 302 304 304 304| 310 315 328 336 340 352 353 354 359 361 362 363 364 374 378 378 379 380 381 390 395 395 401 407 408 411 421 423 424 424 430 430 442 452 452 461 468 469 472 473 476 478 479 480 484 484 484 487 490 494 495 497 498 Sample n = 25 4 28 46 61 81 90 93 131 137 180 180 201 215 223 227 235 278 310 | 362 363 379 395 452 | 469 490 a) What is the population proportion? (Round to 4 decimal places) b) What is the sample proportion? (Round to 4 decimal places) c) What is the sampling error? (Round to 4 decimal places)

Determine the sampling error for the proportion of customers who own less than 385 if the population and sample data are listed below. Population N = 150 4 11 14 18 24 27 28 29 36 38 40 43 46 58 61 67 68 69 78 78 81 83 90 92 93 94 99 99 100 111 111 111 112 113 122 128 129 131 132 137 137 144 144 153 155 156 158 159 159 161 167 169 171 175 177 180 180 185 198 201 205 205 209 213 214 214 215 223 227 229 231 235 235 237 239 244 247 247 262 264 264 267 271 274 275 277 278 288 289 292 296 302 302 304 304 304| 310 315 328 336 340 352 353 354 359 361 362 363 364 374 378 378 379 380 381 390 395 395 401 407 408 411 421 423 424 424 430 430 442 452 452 461 468 469 472 473 476 478 479 480 484 484 484 487 490 494 495 497 498 Sample n = 25 4 28 46 61 81 90 93 131 137 180 180 201 215 223 227 235 278 310 | 362 363 379 395 452 | 469 490 a) What is the population proportion? (Round to 4 decimal places) b) What is the sample proportion? (Round to 4 decimal places) c) What is the sampling error? (Round to 4 decimal places)

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

See similar textbooks

Similar questions

Complete the frequency distribution table for the ages of people who had motorcycle accidents in the last three months, using the data below. 19 33 39 39 42 44 42 37 50 40 28 52 29 41 39 18 55 54 38 48 17 36 26 27 55 Fronteras Límites Marca Clase Frecuencia absoluta Frecuencia acumulada Frecuencia absoluta relativa Frecuencia acumulada relativa 15 - 21 22 - 28 29 - 35 36 - 42 43 - 49 50 - 56
Consider the following data set:65 72 68 64 60 55 7371 52 63 61 74 69 6774 50 24 75 67 62 6680 64 65(d) Determine the lower and upper boundaries and make a boxplot with appropritate labels.(e) Determine if there is an outlier in the data from your boxplot. Show your work. Thanks
Identify potential outliers, if any, for the given data. The weekly salaries (in dollars) of sixteen government workers are listed below. 690 567 813 646 728 552 453 593 500 666 685 369 529 787 471 986 O 369, 986 O 986 O 369 O None 5book 19 ho & 6.
1. Construct a frequency distribution using the ages of 50 richest people in the world in 2009. Using 8 classes. Also find class boundaries, mid points, relative frequency and cumulative frequency. 90 89 87 86 86 85 83 83 82 81 80 78 78 77 76 73 73 73 72 69 69 68 67 66 66 65 65 64 63 61 61 60 59 58 57 56 54 54 53 53 51 51 49 47 46 44 43 42 36 35 2. Following data represents the weights (in pounds) of 40 female students at a university. Construct a grouped frequency distribution for the data using 7 classes. Also find class boundaries, mid points, relative frequency and cumulative frequency of each class. 100 75 70 60 70 95 85 80 35 45 45 55 30 110 75 100 40 60 65 40 40 50 60 65 55 45 90 85 75 85 75 70 110 100 80 70 55 30 70 100 3. Construct frequency distribution, with 6 classes. Also find class boundaries, mid points, relative frequency and cumulative frequency of each class. 65 91 85 76 85 87 79 93 82 75 100 70 88 83 59 87 69 89 54 74 89 80 94 67 77 92 82 70 94 84 96 98 46 70 90 96…
Here is a set of sample data. 83 89 32 94 18 38 74 30 79 21 84 99 88 25 72 46 93 49 5 7 28 82 52 47 19 85 58 22 Base on the data above, identify the 5 number summary , , , ,
The following data represents the age of 30 lottery winners. 23 28 29 31 33 41 44 49 49 49 49 55 57 57 60 63 63 64 66 66 67 68 69 69 70 71 73 75 76 87 Complete the frequency distribution for the data. Age Frequency 20-29 30-39 40-49 50-59 60-69 70-79 A 80-89
The table below represents a sa distribution. 77 89 82 89 72 78 55 102 86 94 89 89 64 71 84 75 64 68 98 95
4
Provide the necessary answer needed WITH a complete solution.
What is the class mark of the Median Class?
409 321 227 185 501 550 309 346 472 536 512 116 41 181 305 385 194 496 30 62 381 68 544 387 474 216 356 324 134 Construct a frequency distribution for the given data inclusive of midpoints, relative frequencies and cumulative frequencies.
Create a relative frequency distribution table for the following ungrouped data: 34 53 39 36 50 41 52 36 55 34 57 49 60 39 32 57 45 54 56 33 33 35 47 46 52 39 39 52 57 32. Create a histogram that corresponds to the created table.