Instructors for introductory courses with large enrollments must routi
nely work to curb cheating during exams, A method used for such purpos
es is described here, Perhaps more interesting than the method's effec
tiveness is the inherited ability to draw inference on unknown paramet
ers of interest, including the proportion of students who cheat (as op
posed to guess) when faced with not knowing how to obtain the solution
to a multiple-choice exam question. For estimation we consider the me
thod of maximum likelihood.