Weighted Grade Calculator
Calculate your overall course grade from assignments, quizzes, and midterm weights, plus find the exact score needed on your final exam.
Enter each unit with the mark you earned and the credit points it carries. Your WAM, its grade band, and the average you still need for a Distinction all update as you type.
What do I need for a target WAM?
Pick a target and enter the credit points you have left to study.
Your marks stay in this browser. Nothing is uploaded, stored on a server, or shared with your university.
A weighted average mark (WAM) is the average of your unit marks out of 100, weighted by the credit points each unit carries. It is the standard progress measure at Australian and many UK universities.
A WAM keeps your actual marks rather than converting them to letters or grade points. A 78 stays a 78. That makes it more precise than a grade-based average, because the difference between 75 and 84 survives instead of collapsing into a single Distinction grade.
Credit points do the weighting. A 12-credit-point unit counts twice as much as a 6-credit-point unit, so a strong mark in a full-year subject moves your WAM further than the same mark in a half unit.
Universities read WAM against fixed bands: 85 and above is a High Distinction, 75 to 84 a Distinction, 65 to 74 a Credit, and 50 to 64 a Pass. Honours eligibility, scholarships, and postgraduate entry are usually set at one of those thresholds. The same credit-weighting method is covered generally by the weighted average calculator.
To calculate a WAM, multiply each unit mark by its credit points, add the results, then divide by the total credit points.
Some universities add a year-level factor, counting first-year units at half weight so later, harder units dominate the result. That variant multiplies the credit points by the level factor before the same division runs.
A student finishes 4 units across 30 credit points, with two first-year units and two second-year units.
| Unit | Level | Mark | Credit points | Mark × credit points |
|---|---|---|---|---|
| Introduction to Economics | Level 1 | 78 | 6 | 468 |
| Business Statistics | Level 1 | 85 | 6 | 510 |
| Marketing Principles | Level 2 | 72 | 12 | 864 |
| Corporate Finance | Level 2 | 68 | 6 | 408 |
| Total | — | — | 30 | 2,250 |
The WAM is 75.00, which lands precisely on the Distinction line. The simple average of 78, 85, 72, and 68 is 75.75, higher because it ignores that the 12-point Marketing unit carries the weakest mark of the two large units.
Add one row per unit, type the mark and credit points, and your WAM and grade band appear immediately.
Put each final mark in the mark column, out of 100. Use the numeric mark from your results page rather than the grade letter, since HD, D, and C each cover a 10-mark span.
Type the credit points each unit carries. Australian universities commonly use 6 or 12 per unit; UK institutions often use 15 or 30. Any consistent unit works, because only the ratio between units changes the result.
The year level column applies only under the level-weighted scheme, where Level 1 units count at half weight. Leave the scheme on credit points only unless your handbook says otherwise — the column dims when it has no effect.
No button is needed. Beside the WAM and its band, the panel reports 4 figures:
The note under the result reports how far you sit from the next band, so a WAM of 73.38 is described as 1.63 marks below a Distinction rather than left for you to work out.
Each unit's influence equals its credit points as a share of your total credit points, multiplied by any year-level factor your university applies.
In the 30-point example, the 12-point Marketing unit holds 40% of the WAM while each 6-point unit holds 20%. The same slip in different units costs very different amounts.
| Unit dropped 10 marks | Credit points | Share of WAM | New WAM |
|---|---|---|---|
| Marketing Principles | 12 | 40% | 71.00 |
| Corporate Finance | 6 | 20% | 73.00 |
Ten marks lost in the 12-point unit costs 4.00 of WAM. The same ten marks in a 6-point unit costs 2.00. Effort is worth most where the credit points are.
Some universities weight by year level as well as credit points, treating first-year units as half-weight so the degree is judged mainly on advanced work. Switching the same four units to that scheme changes the answer.
| Scheme | Weights applied | Total weight | WAM |
|---|---|---|---|
| Credit points only | 6, 6, 12, 6 | 30 | 75.00 |
| Level weighted | 3, 3, 12, 6 — Level 1 at half | 24 | 73.38 |
The WAM falls from 75.00 to 73.38 because the strong 85 sat in a first-year unit that now counts half. A student with the opposite pattern would gain. Check which scheme your university uses before comparing your number to a threshold.
A simple average treats every unit as equal. A WAM does not, so the two agree only when every unit carries the same credit points.
| Method | Calculation | Result |
|---|---|---|
| WAM | 2,250 ÷ 30 credit points | 75.00 |
| Simple average | 303 ÷ 4 units | 75.75 |
The arithmetic average counts the 12-point Marketing unit once, exactly like the 6-point units, which is why it reports a higher figure. Your university records the WAM, so the 0.75 difference decides whether the transcript shows a Distinction.
The two coincide when every unit is worth the same credit points. Four 6-point units at 78, 85, 72, and 68 give 75.75 under both methods, because equal weights cancel in the division.
A WAM averages marks out of 100. A GPA averages grade points on a 4.0 or 7.0 scale, so the two produce different numbers from the same transcript.
| Attribute | WAM | GPA |
|---|---|---|
| Averages | Raw marks out of 100 | Grade points per grade band |
| Typical scale | 0 to 100 | 0 to 4.0, or 0 to 7.0 in Australia |
| Weights | Credit points, sometimes year level | Credit points |
| Precision | Keeps the exact mark | Rounds every mark into its band |
| Used for | Honours entry, scholarships, ranking | Exchange, US postgraduate applications |
Precision is the real difference. Marks of 75 and 84 both count as a Distinction and earn identical grade points in a GPA, while a WAM keeps them 9 marks apart. Two students with the same GPA can hold WAMs that differ by several marks.
Most Australian universities publish both. Use the WAM for internal thresholds such as Honours, and convert to GPA when an overseas application asks for one. Run the same transcript through the weighted GPA calculator to make that conversion.
No. The formula is shared, but which units count and how they are weighted varies by institution, so always check your handbook.
Five rules differ between universities, and each one moves the number:
This calculator applies the two most common schemes and leaves the inclusion rules to you: enter only the units your university counts. When your official WAM differs from the figure here, one of those five rules is the reason.
A Distinction usually starts at a WAM of 75, with a High Distinction at 85, a Credit at 65, and a Pass at 50.
| Band | WAM range | Commonly used for |
|---|---|---|
| High Distinction (HD) | 85 – 100 | University medals, competitive scholarships |
| Distinction (D) | 75 – 84.99 | Honours entry, most postgraduate coursework |
| Credit (C) | 65 – 74.99 | General good standing |
| Pass (P) | 50 – 64.99 | Progression through the degree |
| Fail (F) | Below 50 | Unit must be repeated |
The target panel works backwards from those thresholds. Pick a target, enter the credit points you still have to study, and the calculator reports the average mark those units must reach.
A student holding 72.50 across 48 credit points, with 24 credit points left, needs an average of 80.00 to finish on 75. The same student would need 110.00 to reach a High Distinction, which is above the maximum mark — so the calculator says the target is out of reach rather than printing an impossible number.
Six mistakes explain nearly every gap between a hand-calculated WAM and the official one.
The calculator catches the arithmetic ones: it prints the weighted total and credit points separately so a wrong denominator is visible, flags marks outside 0 to 100, and marks any row missing one half of the pair. The inclusion rules stay with your handbook.
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Multiply each unit mark by its credit points, add those products, then divide by the total credit points. Marks of 78, 85, 72, and 68 across 6, 6, 12, and 6 credit points give 2,250 ÷ 30, a WAM of 75.00.
A WAM of 75 or above is a Distinction and is the usual threshold for Honours entry and postgraduate coursework. 85 and above is a High Distinction, 65 to 74 a Credit, and 50 to 64 a Pass.
Yes. A unit's influence equals its credit points as a share of your total. A 12-point unit inside a 30-point transcript holds 40% of the WAM, while each 6-point unit holds 20%.
Usually not. Most universities include every graded unit, count failed units at the recorded mark, and exclude pass or fail units, credit transfers, and exchange results. Some also exclude or half-weight first-year units.
No. A WAM averages marks out of 100, while a GPA averages grade points on a 4.0 or 7.0 scale. Marks of 75 and 84 are both a Distinction and earn the same grade points, but they stay 9 marks apart in a WAM.
Yes. Enter whatever weight your university applies — credit points, unit values, or a year-level factor — as long as one unit is used across the whole transcript. Only the ratio between units affects the result.
Yes, enter 1 for every unit. With equal weights the WAM equals the simple average of your marks, which is correct whenever all your units carry the same credit value.
Most Australian universities publish a WAM and many publish a GPA alongside it. Check your results page or academic handbook, and note which one each threshold refers to before comparing your number against it.
Yes, and the leverage sits in high-credit units still ahead of you. Each new unit shifts the WAM by its share of the new total, so improvement slows as completed credit points accumulate behind you.
A WAM of 75 at most universities. Holding 72.50 across 48 credit points with 24 credit points left, you would need an average of 80.00 across those remaining units to finish on 75.
Calculate Weighted Average Online
The weighted average calculator multiplies each value by its weight, adds the weighted sum, divides by the total of weights, and prints the weighted average beside the standard arithmetic mean. Course grades, GPA, portfolio returns, and probability distributions all run through the same 4 steps.
Open the Weighted Average Calculator