Use the information provided below for the SINGERS questions that follow. Our goal will be to seeif there is any association between type of singer and height.ONE-WAY ANOVAData from DASL: http://ib.stat.cmu edu/DASL/Datafiles/Singers.htmlThis exercises deals with the heights (in inches) of singers. The graph and Excel Anova outputare given below.8055Soprano • Alto • Tenor • BassAnova: Single FactorSUMMARYGroupsCountSumAverageVarianceSoprano36231364.253.5071Alto35227164.885714 7.8101Tenor20138369.1510.3447Bass39275870.7179495.5762ANOVASource of VariationdfMSF critFP-valueBetween Groups1058.52893352.84298 55.800134 5.1E-23 2.67652Within Groups796.740291266.3233357Total1855.2692129Heights (inches) This question is about the second part of Step 4 of the six-step One-way Anova F-test procedurethat was taught in this class. Fill in the blanks appropriately.(ii) Largest sample variance (to one decimal place):Smallest sample variance (to one decimal place):Ratio of largest to smallest (to one decimal place):The ratio of the largest to the smallest sample variance is less-than-or-equal-to-four so it is safe toassume that the population variances are approx equal.

Variance of Tenor = 10.3 Variance of Soprano =3.5071

(ii) Largest sample variance (to one decimal place): Smallest sample variance (to one decimal place): Ratio of largest to smallest (to one decimal place): The ratio of the largest to the smallest sample variance is less-than-or-equal-to-four so it is safe to assume that the population variances are approx equal.

(ii) Largest sample variance (to one decimal place): Smallest sample variance (to one decimal place): Ratio of largest to smallest (to one decimal place): The ratio of the largest to the smallest sample variance is less-than-or-equal-to-four so it is safe to assume that the population variances are approx equal.

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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