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Very specific question, but... I'm hand-scoring an ABAS-3 (adaptive behavior assessment). The client has significant ID and scored very low on all domains. The corresponding appendix for his age does not list any scaled score less than one, making the minimum sum of scaled scores one could achieve = 10 for overall, 3 for conceptual domain, 2 for social, etc. and this guy hit the floor with regards to scoring.
However, in taking the sum of scaled scores to get the overall and domain scores, there are scores for sum of ss less than those totals I listed above (e.g., for an overall score where the sum of scaled scores = 4). But I don't see how this is possible if it is not possible to get a scaled score less than 1. I've pored over the manual for quite some time but don't see any caveats. In the table to convert from raw score to scaled score, the lowest scaled score range always includes a raw score of zero.
But in the manual they have an example where an individual has ID, and the scores indicate that they must have scored it such that the domain score totals were less than if each scaled score was 1. (e.g., there are 5 areas that go into the practical domain. So I would think the lowest scaled score total possible would be 5. However, looking at the appropriate table for the case example- a 29yo adult, same age bracket as my client- and working backwards shows that he must have achieved e.g., a 4 total of scaled scores for this domain equating with like 46th percentile or something, which is a score that would be impossible with what I think is the minimum possible score of 5 (numbers may not be exact, but you get the point).
So my question is: Does anyone know if it is the case that if I were to use the (expensive) computer program to score these for my less-capable clients, that I would get different numbers than by hand scoring? It doesn't make sense to me if that is the case why that info wouldn't just be included in the manual somehow. I feel like I am missing something very obvious about the scoring but I can't figure it out- and neither can the other 2 psychologists in the clinic I roped into looking at the manual and trying to figure it out.
However, in taking the sum of scaled scores to get the overall and domain scores, there are scores for sum of ss less than those totals I listed above (e.g., for an overall score where the sum of scaled scores = 4). But I don't see how this is possible if it is not possible to get a scaled score less than 1. I've pored over the manual for quite some time but don't see any caveats. In the table to convert from raw score to scaled score, the lowest scaled score range always includes a raw score of zero.
But in the manual they have an example where an individual has ID, and the scores indicate that they must have scored it such that the domain score totals were less than if each scaled score was 1. (e.g., there are 5 areas that go into the practical domain. So I would think the lowest scaled score total possible would be 5. However, looking at the appropriate table for the case example- a 29yo adult, same age bracket as my client- and working backwards shows that he must have achieved e.g., a 4 total of scaled scores for this domain equating with like 46th percentile or something, which is a score that would be impossible with what I think is the minimum possible score of 5 (numbers may not be exact, but you get the point).
So my question is: Does anyone know if it is the case that if I were to use the (expensive) computer program to score these for my less-capable clients, that I would get different numbers than by hand scoring? It doesn't make sense to me if that is the case why that info wouldn't just be included in the manual somehow. I feel like I am missing something very obvious about the scoring but I can't figure it out- and neither can the other 2 psychologists in the clinic I roped into looking at the manual and trying to figure it out.