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Mathematics, 22.02.2021 15:20 natbod133

WILL GIVE BRAINLIEST! To discourage random guessing on a multiple-choice exam, a professor assigns 7 points for a correct answer, βˆ’3 points for an incorrect answer, and βˆ’1 point for leaving the question blank. What is the score for a student who had 17 correct answers, had 6 incorrect answers, and left 4 questions blank?

STEP 1: Determine the number of points received for the correct answers.
Number of correct answers Γ— Number of points per correct answer = Number of points for correct answers.
_ Γ— 7 = _

STEP 2: Determine the number of points lost for the incorrect answers.
Number of incorrect answers Γ— Number of points per incorrect answer = Number of points for incorrect answers.
_Γ— (βˆ’3) = _

STEP 3: Determine the number of points received for the unanswered questions.
Number of unanswered questions Γ— Number of points per unanswered question = Number of points for unanswered questions.
_ Γ— (βˆ’1) = _

STEP 4: Add the three values together.
Points from
correct answers + Points lost from
incorrect answers + Points from
unanswered questions = Total score
_+ (_) + (_)= _points

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