UK Degree Classification Calculator
Estimate your UK degree classification from your Year 2 and Year 3 marks, using common university weighting schemes.
Working out your likely degree classification part way through university can help you understand where you stand and what you need in your remaining assessments. This calculator takes your Year 2 and Year 3 average marks, applies a weighting scheme, and estimates whether you are on track for a First, an Upper Second (2:1), a Lower Second (2:2) or a Third.
How to use the degree classification calculator
Enter your average mark for Year 2 and your average (or predicted) mark for Year 3, then choose the weighting scheme that matches your university. If you are not sure which scheme your course uses, the 33% Year 2, 67% Year 3 split is the most widely used pattern in England, but check your course handbook to confirm, since some universities weight Year 3 even more heavily, or split marks evenly.
How the calculation works
The calculator multiplies your Year 2 mark by its weighting, multiplies your Year 3 mark by its weighting, and adds the two together to get a single weighted average. That average is then compared against the four standard honours bands used across UK universities: 70% and above for a First, 60% to 69% for an Upper Second (2:1), 50% to 59% for a Lower Second (2:2), and 40% to 49% for a Third.
Worked example
Say you finished Year 2 with an average of 67% and Year 3 with an average of 70%, using the common 33% Year 2, 67% Year 3 weighting. The weighted average works out as (67 × 0.33) + (70 × 0.67) = 22.11 + 46.9 = 69.0%. That falls in the Upper Second (2:1) band, but only around 1.0 percentage point short of a First, which would count as a genuine borderline case worth checking against your university's discretionary rules.
Why the weighting scheme matters so much
The same two marks can land in different classification bands depending purely on the weighting scheme. A student whose Year 3 marks are noticeably stronger than their Year 2 marks benefits from a scheme that weights Year 3 more heavily, such as 20:80, since more weight sits on their better year. The reverse is true for a student who performed more strongly in Year 2. This is exactly why checking your own university's published scheme, rather than assuming a single standard formula applies everywhere, matters before you rely on any estimate for planning purposes.
What happens with borderline marks
Universities generally do not apply their classification bands with no flexibility at all. Many have a borderline or discretionary zone, commonly within one or two percentage points of a boundary, where an exam board can consider factors like the proportion of credits at the higher classification, mitigating circumstances, or a strong upward trend across your degree. This is not guaranteed and varies significantly between institutions, so if your estimated average lands close to a boundary, it is worth reading your course handbook's borderline policy rather than assuming either outcome.
Common mistakes people make
A frequent mistake is assuming every university uses the same 33:67 weighting, when in reality this varies significantly and some courses also include Year 1 or apply different rules to a dissertation or final year project. Another common error is treating a predicted or partial average as if it were a confirmed final mark, when it may not include resits, coursework still to be marked, or modules yet to be completed. It is also easy to overlook that some universities calculate classification using credit-weighted averages across individual modules, rather than a single year average, which can shift the result slightly from what this general calculator estimates.
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Frequently asked questions
Sources & methodology
Methodology
Weighted average is calculated by applying standard UK degree classification weighting (commonly year 2 and year 3 marks) to the module marks you enter.
Assumptions and exclusions
- Exact weighting and classification boundaries vary by university; always confirm your institution's specific regulations.
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Results are estimates only. See our disclaimer.
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