Can We Be Confident In Standardized Test Results? – Part 3

Author Karl F. Kuhn explores serious accuracy and precision problems with the MAP test and RIT scores which render the MAP test unreliable for making decisions about students.  The self-adjusting design of the test actually guarantees low precision.  This article provides graphs with mathematical terminology supporting the analysis.  Careful study of his observations may help us understand the limitations of MAP testing. 

 The standards movement started with good intentions. Business leaders noticed that students were coming out of high schools with a lot of knowledge but no real skills. The graduates could not take on major projects, they could not balance work between independent initiative and cooperation. College professors noticed that students were dependent learners. They failed to ask critical questions. They limited their learning to the course outline, and only learned what was required for the test. Citizens groups noticed that recent graduates could not interpret news or interpret numbers. People could not estimate numbers related to their own accounts, or understand common numerical information in the news. So various groups set out to create standards.

The standards were intended to improve real performance in real life circumstances. People needed to learn to work cooperatively, be more self-aware, integrate complex information, solve non-routine problems, and evaluate the quality of diverse information. These were the intentions of the standards movement.

However, in a short period of time the standards movement became political.

Go to this link for more:

http://conceptualmath.org/misc/testsupport.htm

 

Go to this link for part 1 of this series:

http://conceptualmath.org/misc/testshort.htm

 

Go to this link for part 2 of this series:

http://conceptualmath.org/misc/MAPtest.htm