Given Below is the House prices of 4 different locations A, B, C, and D. Locatio
ID: 3062742 • Letter: G
Question
Given Below is the House prices of 4 different locations A, B, C, and D.
Location A
Location B
Location D
Location C
291500
326700
684000
178000
269000
334700
684000
210000
293200
304700
732000
210000
270700
312700
782000
210000
278700
331200
782000
210000
297200
308700
830000
210000
274700
389200
880000
210000
282700
366700
880000
233000
301200
374700
928000
233000
199000
344700
978000
233000
Using ANOVA, the Mean-Square Between Locations is calculated by ….and is equal to
Dividing the Between Sum of Squares by the Error degree of freedom Sum of Squares and is equal 754534653583.333
Dividing the Between Sum of Squares by the Error Sum of Squares and is equal 754534653583.333
Subtracting the Total Sum of Squares from the Error Sum of Squares and is equal 3032105250.0122
Dividing the Between Sum of Squares by the Between Location degree of freedom and is equal 754534653583.333
Location A
Location B
Location D
Location C
291500
326700
684000
178000
269000
334700
684000
210000
293200
304700
732000
210000
270700
312700
782000
210000
278700
331200
782000
210000
297200
308700
830000
210000
274700
389200
880000
210000
282700
366700
880000
233000
301200
374700
928000
233000
199000
344700
978000
233000
Explanation / Answer
Dividing the Between Sum of Squares by the Between Location degree of freedom
Which equal to = 754534653583.333
so option four is correct
Related Questions
drjack9650@gmail.com
Navigate
Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.