Asked by Maddie
A student in a Pre-Calculus class has test scores of 70, 73, 61, and 79. The final exam is worth 2 test grades.
Write a linear equation that models this problem, where
x
is the grade on the final exam and
y
is the student's grade in the course.
What grade is needed on the final to earn a B (average score of 80%)?
Anyone know how to do this???
Write a linear equation that models this problem, where
x
is the grade on the final exam and
y
is the student's grade in the course.
What grade is needed on the final to earn a B (average score of 80%)?
Anyone know how to do this???
Answers
Answered by
oobleck
the grade is just the weighted average of all the test scores.
The final is counted twice, making 6 scores to average
y = (70+73+61+79+2x)/6
so to get a B, find x where
y = 80
and round up.
Judging from the test scores, I don't see much chance of getting that B :-(
The final is counted twice, making 6 scores to average
y = (70+73+61+79+2x)/6
so to get a B, find x where
y = 80
and round up.
Judging from the test scores, I don't see much chance of getting that B :-(
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.