In a mathematics class, the teacher decided to award the following:
5 points for each correct answer
-2 points for each incorrect answer
-4 points for each unattempted question
There were 20 questions in the exam.
How many points did students get who got 15 questions right, 2 questions wrong, and who left 3 questions unsolved?
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In a mathematics class, the teacher decided to award the following:
5 points for each correct answer
-2 points for each incorrect answer
-4 points for each unattempted question
There were 20 questions in the exam.
How many points did students get who got 15 questions right, 2 questions wrong, and who left 3 questions unsolved?
To solve this problem, we'll follow these steps:
Now, let's work through each step:
Step 1: The student answered 15 questions correctly.
The points from correct answers are calculated as follows:
points.
Step 2: The student answered 2 questions incorrectly.
The points from incorrect answers are calculated as follows:
points.
Step 3: The student left 3 questions unattempted.
The points from unattempted questions are calculated as follows:
points.
Step 4: Add all the points from the above scenarios:
Total points = (Points from correct answers) + (Points from incorrect answers) + (Points from unattempted questions)
Total points = .
Therefore, the student's final score is .
What will be the sign of the result of the next exercise?
\( (-2)\cdot(-4)= \)
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