Dear all,
Following a recent conversation with colleagues I'm posting to ask for some help and advice with future design. The proposal from a colleague was to have a question which is "mostly automatically scored". That is, where the software tries to automatically mark an answer one way or the other. If a standard online assessment algorithm (e.g. a STACK response tree, or the equivalent in other software) definitely establishes an objective property then all well and good - the student gets the feedback/marks/stats are generated and stored.
If the algorithm does not establish objective properties, then the question type falls back to human marking and the human can then assign feedback and marks.
This is a particular form of semi-automatic marking.
Consider the following question: Give me an example of a real function with a local minimum at x=1.
It is not possible to write an algorithm which will 100% score this. (At least I think this is the case!). Some answers really are easy to score, e.g. f(x)=(x-1)^2 passes the first derivative test (f'(1)=0, f''(1)>0) so does have a local minimum. But there are lots of functions for which f''(1)=0, or worse, what about abs(x-1) when f' doesn't exit at x=1?
How useful would such a feature be? Beyond the above example, how many other situations would benefit from this kind of semi-automatic human marking? Would you actually use such a feature which, after all requires human intervention?
Chris