if you could explain how to do this it would be great Question 2 Suppose the USG

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if you could explain how to do this it would be great

Question 2 Suppose the USGA wants to compare the mean distances associated with four different brands of golf balls when struck with a driver. Iron Bryon, the USGA's robotic golfer hits a random sample of 10 golf balls of each brand in a random sequence. The distance is recorded for each hit. A one-way analysis of variance was conducted (results below) to compare the mean distances of the four brands using a 5% level of significance. Anova: Single Factor SUMMARY Count Sum Average Variance BrandA BrandB BrandC BrandD 10 2507.8 10 2610.6 10 2699.5 10 2493.2 250.78 22.42177778 269.95 20.25833333 249.32 27.07288889 C and D in the table? a. C= 0.173, D 3.97 b, C = 3.97, D = 0.173 C. C = 43.99, D = 2.84 d. C = 2.84, D = 43.99 ANOVA Source of Variation MS P-value F crit Between Groups 2794 389 3 .97311E-12D Within Groups 762301 A21.175 Total 39

Explanation / Answer

We know that B is 2794.389/3 which is 931.463

Thus F is  931.463/21.175=43.99 (MS between /MS within)

Thus option C is correct

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