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Mathematics
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An exam consists of six true-or-false questions. Assuming that every question is answered, in how many different ways can a student complete the exam? In how many ways may the exam be completed if a penalty is imposed for each incorrect answer, so that a student may leave some questions unanswered?
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two choices for each answer, six answers, by the counting principle number of possibitlities is \[2\times 2\times 2\times 2\times 2\times 2=2^6=64\]
if you can leave some blank then there are 3 possibilities for each answer adjust accordingly
thank you
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