How to use the final grade calculator
- Enter your current grade: your average in the course before the final, as a percentage.
- Enter the desired overall grade you want to finish with, for example
90for an A-. - Enter the final exam weight: the share of the course grade that the final counts for, as shown in your syllabus, such as
25. - Press Calculate.
The result shows the score you need on the final. If the needed score is above 100%, the calculator tells you the goal cannot be reached without extra credit and shows the best grade a perfect final would give. If the needed score is 0% or less, the goal is already secured. The Details table lists the overall grade you would finish with for final scores of 50%, 60%, 70%, 80%, 90% and 100%.
The formula
If the final counts for a weight w (as a decimal), everything else counts for 1 − w:
- Overall grade = current × (1 − w) + final × w
- Needed on the final = (desired − current × (1 − w)) ÷ w
Worked example
Your current grade is 88%, you want to finish with 90%, and the final is worth 25%.
- The work done so far contributes 88 × 0.75 = 66 points.
- You need 90 − 66 = 24 more points from the final.
- 24 ÷ 0.25 = 96% on the final.
The table for the same course: a 50% final gives 78.5% (C+), 70% gives 83.5% (B), 90% gives 88.5% (B+) and 100% gives 91% (A-).
Now suppose your current grade is 85%, you want 90%, and the final is worth 20%. You would need (90 − 68) ÷ 0.2 = 110%, which is not possible without extra credit; a perfect final would bring you to 88%.
Good to know
- Use the current grade exactly as your school reports it, already weighted. If you only have separate scores for homework, quizzes and tests, work out the average first with the Weighted Grade Calculator.
- Letter grades use a common US scale (A 93+, A- 90, B+ 87 and so on). Many schools use a different scale, so check your syllabus.
- Grades up to 150% are accepted to allow for extra credit.
- Some courses have other rules, such as needing a minimum score on the final to pass. The calculator only does the weighted average.