GMAT Score 345 766 663 453 453 462 550 572 481 628 702 607 617 392 794 526 666 749 336 451 711 330 586 576 629 574 532 640 510 575 512 690 329 377 427 777 786 544 718 658 772 591 510 411 686 509 546 572 581 451 720 this are the score of GMAT score
GMAT Score 345 766 663 453 453 462 550 572 481 628 702 607 617 392 794 526 666 749 336 451 711 330 586 576 629 574 532 640 510 575 512 690 329 377 427 777 786 544 718 658 772 591 510 411 686 509 546 572 581 451 720 this are the score of GMAT score
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
GMAT Score
345
766
663
453
453
462
550
572
481
628
702
607
617
392
794
526
666
749
336
451
711
330
586
576
629
574
532
640
510
575
512
690
329
377
427
777
786
544
718
658
772
591
510
411
686
509
546
572
581
451
720
this are the score of GMAT score
Transcribed Image Text:Variability in GMAT Scores.
Read Chapter 11 in your textbook. In 2016, the Graduate Management Admission
Council reported that the variance in GMAT scores was 14,660. At a recent summit, a
group of economics professors met to discuss the GMAT performance of undergraduate
students majoring in economics. Some expected the variability in GMAT scores achieved
by undergraduate economics students to be greater than the variability in GMAT scores
of the general population of GMAT takers. However, others took the opposite view. The
file EconGMAT contains GMAT scores for 51 randomly selected undergraduate
students majoring in economics.
By Sunday, Oct. 16 (11:55 pm PST), answer the following three questions A-C:
a. Compute the mean, variance, and standard deviation of the GMAT scores for the 51 randomly selected
undergraduate students majoring in economics.
b. Develop hypotheses to test whether the sample data indicate that the variance in GMAT scores for undergraduate
students majoring in economics differs from the general population of GMAT takers.
c. Use a = .05 to conduct the hypothesis test formulated in part (b). What is your conclusion?
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