GPA to Percentage
What each GPA value works out to in percent — and why this direction can only ever give you a range.
The Answer
4.00 GPA
93–100%
3.00 GPA
83–86%
2.00 GPA
73–76%
Three anchor points from the standard US bands. The complete table is below.
Convert a Different Value
This page answers one conversion. For any other value, the interactive GPA scale converter takes a percentage, a GPA or a CGPA and returns the other two.
Converting a single number is not the same as calculating a GPA. If you want yours worked out from real courses and credit hours, use the GPA calculator.
Why GPA to Percentage Gives a Range, Not a Number
Converting a GPA back into a percentage is the harder direction, and the reason is structural. A percentage is continuous; the 4.0 scale is banded. Going from 91% to 3.67 throws away information, and going back from 3.67 cannot recover it — all you can honestly say is 90–92%.
It gets looser for a cumulative GPA. A 3.40 is not a band value at all; it is an average that could be built from steady B+ work or from a mix of As and Cs. Those two transcripts do not represent the same set of percentages, so any single percentage quoted for a 3.40 is an approximation of an approximation.
Practical advice: if an application form asks for a percentage and your transcript reports GPA, do not invent a conversion. Ask the receiving institution what they accept. Many will take the transcript as issued, and some require a specific credential evaluation service — supplying your own number can contradict the official record.
Full GPA to Percentage Conversion Table
| GPA | Letter grade | Percentage |
|---|---|---|
| 4.00 | A | 93–100% |
| 3.67 | A- | 90–92% |
| 3.33 | B+ | 87–89% |
| 3.00 | B | 83–86% |
| 2.67 | B- | 80–82% |
| 2.33 | C+ | 77–79% |
| 2.00 | C | 73–76% |
| 1.67 | C- | 70–72% |
| 1.33 | D+ | 67–69% |
| 1.00 | D | 60–66% |
| 0.00 | F | Below 60% |
The most common US convention. Confirm against your own school's published scale.
Common GPA Values as a Percentage
Most transcripts show a GPA to one or two decimals, such as 3.5 or 3.75, which rarely lands exactly on a letter-grade point. For those values, the table estimates a percentage by placing the GPA proportionally between the midpoints of the two grade bands on either side. A GPA that sits exactly on a band shows the full range.
| GPA | Percentage | Grade average |
|---|---|---|
| 4.0 | 93–100% | straight A |
| 3.9 | about 95% | A- to A |
| 3.8 | about 93% | A- to A |
| 3.75 | about 92% | A- to A |
| 3.7 | 90–92% | A- |
| 3.6 | about 90% | B+ to A- |
| 3.5 | about 90% | B+ to A- |
| 3.4 | about 89% | B+ to A- |
| 3.3 | 87–89% | B+ |
| 3.25 | about 87% | B to B+ |
| 3.2 | about 87% | B to B+ |
| 3.1 | about 86% | B to B+ |
| 3.0 | 83–86% | B |
| 2.9 | about 83% | B- to B |
| 2.8 | about 82% | B- to B |
| 2.7 | 80–82% | B- |
| 2.6 | about 80% | C+ to B- |
| 2.5 | about 80% | C+ to B- |
| 2.4 | about 79% | C+ to B- |
| 2.3 | 77–79% | C+ |
| 2.2 | about 77% | C to C+ |
| 2.1 | about 76% | C to C+ |
| 2.0 | 73–76% | C |
Estimates on the standard US 4.0 scale. An application or transcript evaluation that asks for a percentage should use your school's own conversion if it publishes one.
Related Conversions and Calculators
- 3.00 GPA to percentage What a 3.00 works out to in percent
- 3.70 GPA to percentage What a 3.70 works out to in percent
- 2.50 GPA to percentage What a 2.50 works out to in percent
- GPA scale converter Convert any value between percentage, GPA and CGPA
- What is a good GPA? How these numbers are actually read by schools and employers
Frequently Asked Questions
How do I convert my GPA to a percentage?
Match the GPA to its letter-grade band and read off that band's percentage range. A 4.00 is 93-100%, a 3.00 is 83-86%, a 2.00 is 73-76%. For a cumulative GPA that falls between bands, the honest answer is a range rather than a single figure.
Is multiplying GPA by 25 accurate?
No. It would make a 4.0 exactly 100% and a 2.0 exactly 50%, neither of which matches the standard bands — a 2.0 is a C, around 73-76%, not a failing 50%. The shortcut is popular because it is easy, not because it is right.
Why do different converters give me different percentages?
Because each one picks a different convention: some use band midpoints, some use band floors, some apply a linear formula. None of them is wrong exactly, and none is official. That spread is itself the reason to use your institution's published conversion for anything consequential.