x = your raw test
score
X = the
class mean score = S x/N
N = number of test
scores
s = standard deviation
= [S (x-X)2/(N-1)]1/2
Using Standard T-Scores allows an effective averaging
of grades without introducing a bias in favor of tests with the greatest
standard deviations. Since it is based on a normal (Gaussian) distribution,
it generally represents the fairest way of grading. (Nearly all national
exams such as the SAT, MCAT, and GRE use a similar form of Standard T-Scores)
Your final course grade will be calculated as
30% of your best midterm T-score, 30% of your second best midterm
T-score and 40% of your final exam T-score. There will be
three midterms during the semester, so this means that your lowest midterm
exam T-score will be dropped OR you will be able to miss one
midterm for any reason with no penalty.* The following conversion table
will be used to calculated final course grades:
T-Score ........................Letter
Grade
90.000 < T .............................A
80.000 < T < 89.999 ..............B
70.000 < T < 79.999 ..............C
60.000 < T < 69.999 ..............D
T < 60.000 .............................F
*Missing two midterms or the final exam without a documented,
valid excuse will result in a failing grade.
*****Important Notice****** In general, using
T-scores increases everyone's grades compared to using absolute percentages.
Nevertheless, we will keep track of your percentage scores on every test.
If the percentage scores are ever higher than your T-score, we will use
the percentage score for your course grade calculation. Thus, if everyone
does extremely well in this course, no grade will be lowered by using a
curving system!