WEIGHTS
How Weighted Grades Are Calculated
Weighted grading means the syllabus assigns a percentage of the course to a category, then uses a category average as that slice of the grade. Homework might be 20% of the course even if you completed twelve small tasks. An exam category might be 30% even if it is a single test. The weighted grade calculator implements that model.
It will not quietly stretch incomplete weights to 100%, and it will not insert a zero for a category you left blank.
What weighted grading means
Inside a category, your instructor may still use points. The number you type as “category grade” is already that category’s summary—often itself a points ratio. The course then combines those summaries with weights. Mixing raw homework points with a weighted exam outside this structure is a different syllabus; do not force it into the wrong tool.
Homework, quiz, and exam categories
The default ledger uses four slices: Homework 20%, Quizzes 20%, Projects 30%, Exams 30%. Those names are examples. You can rename them to labs, discussions, or midterms. The arithmetic does not care about the label. It cares about the weight and the category percentage.
Weight percentages
A weight is the share of the finished course. In complete mode (Mode A) the included weights must total 100%, within 0.05 percentage points so ordinary floating-point rounding of 33.33 + 33.33 + 33.34 does not false-fail. If they total 90%, the calculator reports that total and asks you to adjust. It does not pretend 90 is 100.
Weighted contributions
Contribution = category grade × weight / 100. If homework is 90% and the weight is 20%, the contribution is 18 course points on a 100-point course scale. The course weighted grade is the sum of contributions when every category is graded and weights sum to 100%.
A four-category example
Homework 90% at 20%, Quizzes 80% at 20%, Projects 85% at 30%, Exams 88% at 30%:
90×0.20 = 18
80×0.20 = 16
85×0.30 = 25.5
88×0.30 = 26.4
Sum = 85.9%
That 85.9% is the complete weighted grade. The contribution table in the calculator lists each of those four addends so you can see which category actually moved the result.
Weights totaling 100%
If you change exams to 40% and leave the others, the total becomes 110%. Mode A refuses the result. If you change exams to 20%, the total is 90% and Mode A also refuses, with a message that names the current total. Those refusals are the feature: incomplete or overflowing weights are syllabus errors, not a cue to invent a scale factor.
Incomplete categories and current-grade estimates
Mode B uses only graded categories. Current weighted grade = (sum of graded contributions) / (sum of graded weights) × 100. If exams are blank in the default set, graded weight is 70% and the estimate is (18+16+25.5)/70×100 ≈ 85.00%. The page labels this a normalized current-grade estimate, not necessarily the final course grade, because 30% of the syllabus has not happened yet.
If no categories are graded, the empty state appears. A missing exam is not a zero unless you type 0.
Common calculation mistakes
Averaging the four category percentages as (90+80+85+88)/4 = 85.75% ignores that projects and exams are heavier. Treating a blank exam as 0% drops the complete grade to 85.9 − 26.4 = 59.5% if you still count the 30% weight—a harsh policy some courses use for missed work, but not one this site should assume. Another error is mixing Mode B’s 85% current estimate with a claim that the course is finished.
When a final exam is a remaining weighted slice, the final grade calculator is the matching instrument, provided the current grade already excludes that final. Formulas: grade formulas explained.
FAQ
Why not normalize 90% weights automatically?
Because 90% of the course is not 100% of the course. Scaling would hide a missing slice.
Can I leave a weight at zero?
A zero-weight category does not affect Mode A if others still total 100%. A zero-weight graded row also does not affect Mode B’s denominator.
Is 85.9% my official grade?
Only if those category averages and weights match the syllabus and the instructor’s rounding rules. The calculator does not speak for the registrar.