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Method of scoring a BG quiz

Posted By: Daniel Murphy
Date: Thursday, 27 September 2012, at 7:36 a.m.

In Response To: Method of scoring a BG quiz (Casper van der Tak)

I'll give it another shot. My question is still does Jason's system have some advantage, other than cleverly setting the average score to zero?

Suppose there are three questions each with three answers and nine test takers. The questions are

Question 1Question 2Question 3
AcorrectAcorrectAcorrect
B-0.020B-0.020B-0.010
C-0.050B-0.080C-0.080

For these 27 test takers and their answers:

AnswersScoreSimple score
AAA0.08660.0000
AAB0.0766-0.010
BAA0.0766-0.010
BAB0.0666-0.020
ABA0.0566-0.030
ABB0.0466-0.040
BBA0.0466-0.040
AAC0.0066-0.080
ACA0.0066-0.080
ACB-0.0034-0.090
BAC-0.0034-0.090
ABC-0.0234-0.110
ACC-0.1836-0.160
BBBetc.
BBC
BCA
BCB
BAC
CAA
CAB
CAC
CBA
CBB
CBC
CCA
CCB
CCC

But suppose there are only 10 test takers and their answers are:

AnswersScoreSimple score
AAA0.0520.000
AAB0.042-0.010
BAA0.042-0.010
BAB0.032-0.020
ABA0.022-0.030
ABB0.012-0.040
AAC-0.028-0.080
ACA-0.028-0.080
ACB-0.038-0.090
ACC-0.108-0.160

Another example: 3 questions, two answers each, 10 test takers:

Question 1Question 2Question 3
AcorrectAcorrectAcorrect
B-0.010B-0.050B-0.080

AnswersScoreSimple score
AAA0.0330.000
BAA0.023-0.010
BAA0.023-0.010
BAA0.023-0.010
BAA0.023-0.010
BAA-0.023-0.010
BBA-0.027-0.060
BBA-0.027-0.060
AAB-0.047-0.080
AAB-0.047-0.080

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