In the description of "Show me another" (see below) it says, that if there isn't sufficent randomization in a problem then Show Me Another can fail.
What does sufficient randomization mean in this context?
What does sufficient randomization mean in this context?
Gotchas
The show me another feature will never show solutions to a students assigned problem. However if there isn't sufficient randomization in a problem (or if there is no randomization) then Show Me Another can fail with a warning message when students try to use it. Its also not impossible that one student will see solutions to the same version of a problem that is assigned to a different student. Furthermore, not every problem has a written solution which makes the Show Me Another feature less helpful. In general it is the responsibility of the instructor to choose problems which work well with Show Me Another. Good problems have a decent amount of randomization (at least two random parameters) and have a full solution.