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Alright, I have tried to google and sdn search this question, but to no avail; so here is my hypothetical...
While taking the MCAT, or any standardized test in which blank answers are considered incorrect; i.e., there is no inherent penalty for guessing an answer, the exam proctor informs the test taker that there is approximately 1 minute remaining in section 'X'.
The test taker has a substantial number of questions yet to complete, let's say 20 or more. Since there is no reasonable manner for him/her to read each question, the test taker decides that his/her best course of action is to quickly fill in the remaining blanks with a pure guess.
Which of the following options produces the highest statistical probability of correct answers?
1. Randomly choose an independent answer for each question.
2. Choose only one answer and fill it in for each question.
3. Use 4 or 5 consecutive answers from each possibility and block/group the questions.
Thanks,
-ky
While taking the MCAT, or any standardized test in which blank answers are considered incorrect; i.e., there is no inherent penalty for guessing an answer, the exam proctor informs the test taker that there is approximately 1 minute remaining in section 'X'.
The test taker has a substantial number of questions yet to complete, let's say 20 or more. Since there is no reasonable manner for him/her to read each question, the test taker decides that his/her best course of action is to quickly fill in the remaining blanks with a pure guess.
Which of the following options produces the highest statistical probability of correct answers?
1. Randomly choose an independent answer for each question.
2. Choose only one answer and fill it in for each question.
3. Use 4 or 5 consecutive answers from each possibility and block/group the questions.
Thanks,
-ky