Enter your grades
Use percentages (0–100). If your class uses points, convert to a percent first (e.g., 270/300 = 90%).
Want to know what score you need on your final (or last big exam) to hit a target course grade? Enter your current grade, the final exam weight, and the grade you want — we’ll calculate the exact score you need and explain what it means (including “is it possible?”).
Use percentages (0–100). If your class uses points, convert to a percent first (e.g., 270/300 = 90%).
Most courses treat your final course grade as a weighted average: your current coursework average counts for one chunk, and your final exam counts for another chunk. If your final is worth w% of your grade, then the rest of the course is worth (100 − w)%.
Let: C = current course grade (percent), T = target final course grade (percent), w = final exam weight (as a decimal, so 30% = 0.30), and F = final exam score you need (percent).
The weighted average model is:
Final Course Grade = (1 − w) × C + w × F
You want the final course grade to be at least your target T, so set the equation equal to T and solve for F:
T = (1 − w) × C + w × F
T − (1 − w) × C = w × F
F = (T − (1 − w) × C) / w
This calculator uses that exact formula, then adds your optional safety buffer (for example, +3 points) to produce a safer goal score.
After we compute the required score, we classify it into a simple zone:
These ranges are not moral judgments — they are planning signals. A “high risk” target might still be worth pursuing if you have time, support, and a clear strategy. If the result is “not possible,” shift to the best achievable letter grade boundary (example: aiming for a B+ instead of an A-), then plan accordingly.
Examples help you spot mistakes like using the wrong weight or mixing points with percentages. Here are a few realistic scenarios.
C = 85, T = 90, w = 0.30.
F = (90 − (1 − 0.30) × 85) / 0.30
= (90 − 0.70 × 85) / 0.30
= (90 − 59.5) / 0.30
= 30.5 / 0.30
= 101.67%
Interpretation: Under normal rules, you can’t reach a 90% final grade if your current average is 85% and the final is only 30%. You would need a curve/extra credit, or you can aim for the next achievable boundary.
C = 88, T = 90, w = 0.40.
F = (90 − 0.60 × 88) / 0.40
= (90 − 52.8) / 0.40
= 37.2 / 0.40
= 93%
Interpretation: Stretch but doable. Targeted practice and an error log can genuinely move the outcome.
C = 92, T = 90, w = 0.25.
F = (90 − 0.75 × 92) / 0.25
= (90 − 69) / 0.25
= 21 / 0.25
= 84%
Interpretation: Comfortable. You can have a rough exam day and still hit your target.
It can be close, but drops change your “current grade” math. Use your gradebook’s current percentage after drops, or recalculate your current average based on the rules.
Curves are unpredictable. Use this tool as a baseline. If the required score is >100%, a curve could still make your target possible, but treat it as uncertain and aim for the highest realistic score.
Convert to percent: current grade = (points earned ÷ points possible) × 100. Or use the same unit consistently if your LMS already gives you a percent.
Yes. As long as that project is worth a known percentage of your grade, the weighted average math is the same.
Because real tests include uncertainty: tricky questions, rubric surprises, lost points for small errors. Adding 2–5 points is a simple way to reduce risk.
That means you’ve already secured your target grade based on your current average and the final’s weight. You can still aim to do well, but you don’t “need” points to hit the target.
Want to make this tool more fun (and motivating)? Try the 3‑step challenge:
Friendly accountability can be surprisingly effective — especially when the goal is specific and time‑boxed.
MaximCalculator builds quick, student‑friendly tools. Always confirm grading weights from your syllabus.