[EMAIL PROTECTED] (Herman Rubin) wrote in
news:[EMAIL PROTECTED]: 

> To make things more objective, multiple choice exams have
> become at least a major source of "information".  These
> almost must be trivial pursuit; a good problem requires
> at least 15 minutes of available time, and should not be
> graded by the answer, but by the way it is approached and
> treated.  Even breaking it down to its parts loses so much
> that the important parts cannot be tested.

The result of trying to apply Frederick Winslow Taylor's ideas about how to 
run an early-twentieth-century factory to the process of education.  Break 
everything down into little pieces that can be done independently of each 
other and without knowledge of each other.  In a Tayloristic factory, you 
use in-process inventory to "glue" everything together; the steps can be 
done independently because you're taking an assembly out of inventory, 
making a tiny change to it, and then putting it back into inventory.  I 
guess memory has become the educational equivalent of inventory.

In mathematics, this results in a system where students know *how* to do 
computations, but they don't know *why* they're doing them.  They can 
execute a list of steps someone else specified explicitly (though not as 
fast as the chip I'm staring at) but have no idea how to formulate the 
solution of a problem.  If you asked them why they were doing a particular 
computation, they'd likely give a very Nurembergian response: "because I 
was told to."
.
.
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