SRA Guide
How the Proficiency Scores Relate to the Cluster Scores

| The Individual Student Report (ISR) | Monisha's Report |


The cut score is established        After the test is given, several groups of teachers (for instance, Language Arts Literacy teachers for the LAL test) are given large piles of tests to review, based on the rubrics which are set out in the test specifications. The teachers are asked to put the tests into three piles which they judge to be partially proficient, proficient or advanced proficient.
       Information about the scores and the piles are recorded that evening by the official scorers.
       The next day, these same tests are mixed up again, and given to another group of teachers. The process is repeated, and then again at least one other day. By the end of three or four days, it is possible to establish a cut score which divides the partially proficient from the proficient.
       Let's pretend that the cut score for LAL in 2000 is 29.
The cut score is related to the scale score        Once the cut score for proficiency is established (at 29 for the year 2000, in this case), then this score is now made equivalent to the 200 proficiency scale score.
       NOTE: If the cut score for LAL in 2001 was found to be 27, then 27 would be equivalent to the scale score of 200.
       The cut score of 29 is now equivalent to the scale score, or proficiency level, of 200.
Finding the mean for the entire content area        Once the cut score is established for the entire content area (we are using 29 for LAL for the year 2000) then a mean for each content area can be found.
       So - all the papers from around the state which score a total of 29 in LAL are collected together.
       And -- the total content area mean for the entire mathematics test was found to be 22.5.
The means for the clusters of each content area        The LAL total score is, of course, made up of a reading score and a writing score.
       First, all the writing scores (for those with the 29 for the total LAL content area) are added up, and a mean is found. You can see that on Monisha's form, the mean for writing (for all the students) is 10.1.
       For reading, it was found to be 18.9.
       Math has four content clusters. Can you see the JPMs for each on the Cluster Scores page?
Establishing the Just Proficient Mean        Because these individual means are found for all of the students that made the cut score, they are named the Just Proficient Means. In this case, the means 10.1 and 18.9 are the Just Proficient Means (JPMs) for writing and for reading. The JPM for the entire content area of LAL is 29.0.
       Since there is a different cut score or each test administration year (for instance, it could have been 27 in 2001) there is also a different JPM for each content cluster for each year.