14 Out of 20 as a Percentage

14 out of 20 as a percentage: the calculation

To turn any "part out of whole" into a percentage, you divide the part by the whole and multiply by 100. For 14 out of 20, that looks like this: 14 divided by 20 equals 0.7, and 0.7 multiplied by 100 equals 70%. There is no rounding involved here either, since 14/20 converts to a clean, exact 70%. You can sanity-check the answer by working backward: 70% of 20 is 0.7 x 20, which comes out to 14, confirming the conversion is correct.

This comes up constantly in real life, most often as a test score ("I got 14 out of 20 questions right"), a survey result, a completion rate, or a simple fraction someone needs to compare against another. If you want to skip the manual math entirely, ToolNimba's percentage calculator will do this instantly for any pair of numbers, not just 14 and 20.

The general formula (works for any "X out of Y")

The formula never changes, no matter what the numbers are. Once you understand it for 14 out of 20, you can apply the same three steps to any "X out of Y" question, whether the whole is 20, 50, or 250.

Percentage = (Part / Whole) x 100. The "part" is the number you actually have (14), and the "whole" is the total it is measured against (20). Divide first, then multiply by 100 to shift the decimal into percentage form, then attach the percent sign. That is the entire method, and it applies the same way whether you are converting a test score, a survey result, or any other ratio into a percentage.

Worked example: 14 out of 20, step by step

Here is the full worked division for these exact numbers, laid out one step at a time so you can follow (or repeat) the process for any other score.

1. Identify the part (the numerator) and the whole (the denominator). Here, the part is 14 and the whole is 20.
2. Divide the part by the whole: 14 / 20 = 0.7.
3. Multiply the result by 100 to shift it from a decimal to a percentage: 0.7 x 100 = 70.
4. Attach the percent sign: 70%.
5. Double-check by reversing it: 70% of 20 is 0.70 x 20 = 14, which matches the original number, confirming the answer.

Because 20 divides evenly into 100 (100 / 20 = 5), there is also a quicker mental shortcut: multiply the score by 5. For 14 out of 20, that is 14 x 5 = 70, giving the same 70% without needing long division at all. This works because multiplying both the numerator and denominator of a fraction by the same number does not change its value, so 14/20 becomes 70/100 once you multiply top and bottom by 5, and any fraction "out of 100" is already a percentage by definition. For more on this conversion logic, see our fraction to percent guide.

Related scores: other fractions out of 20

Since test scores and quizzes are frequently graded out of 20, it helps to see where 14/20 sits relative to nearby scores. The table below covers scores from 9 to 20, and because 20 divides evenly into 100, every single one lands on a clean multiple of 5%, with no decimals anywhere in the column.

*Grade bands are a common US convention, not a fixed rule; see the next section for why this varies. For a closer look at a neighboring score, see how 15 out of 20 compares, or scan the full table above for any score out of 20.

What does a 70% score typically mean?

If 14 out of 20 came from a test or quiz, 70% is often treated as sitting right around the C to D boundary on a standard US 10-point grading scale, sometimes graded as a C-minus and sometimes as a D-plus depending on the exact cutoffs a school uses. On the widely used 10-point scale published in university GPA conversion references, 90 to 100% maps to an A, 80 to 89% to a B, 70 to 79% to a C, 60 to 69% to a D, and below 60% to an F, which is why 70% lands right at the top of the C range on that particular scale. This is a common convention, not a universal fact: grading scales are set by individual schools, teachers, and countries, and vary considerably. Some schools set the C range at 70 to 79 flat, others split it into C-minus (70 to 72), C (73 to 76), and C-plus (77 to 79), and some place the D/C line a few points higher or lower.

A few things that commonly shift where 70% actually lands on a report card:

• School-specific cutoffs (some set the D/C boundary at 69%, others at 70% or 73%, with narrow bands for the plus and minus grades in between).
• Weighted or curved grading, where a 70% raw score might convert to a different final grade once other assignments, tests, and participation are factored in.
• Pass/fail systems, where 70% is simply "pass" with no letter attached at all.
• Country-specific conventions, since percentage-to-grade mapping is not standardized globally; a 14/20 in a French school, for instance, is often read directly on a 20-point scale rather than converted to a percentage.

Because so much depends on local grading policy, treat any letter-grade mapping in this article as a rough guide, not a guarantee. If your class uses a weighted breakdown across multiple assignments, a dedicated grading calculator that lets you enter each category's weight will give a far more accurate final grade than converting 14/20 in isolation.

Beyond grades: the same method for scores, stats, and discounts

The "divide the part by the whole, multiply by 100" formula is not just for classroom grades. It is the exact same math behind a wide range of everyday numbers, and once you see the pattern, you will notice it everywhere.

• Survey and poll results: if 14 out of 20 people surveyed prefer an option, that preference rate is 70%, calculated the identical way as a test score.
• Attendance or completion rates: finishing 14 out of 20 scheduled sessions is a 70% completion rate, a common metric in courses, fitness programs, and project tracking.
• Sports and stats: making 14 out of 20 free throws is a 70% shooting percentage, the standard way basketball and other sports report accuracy.
• Recipe and cooking ratios: if a recipe calls for 20 total parts and 14 of them are one ingredient, that ingredient makes up 70% of the mix by that measure, useful when scaling a recipe up or down.
• Discounts, in reverse: if an item is marked down so you pay 14 out of every 20 dollars of the original price, you are paying 70% of the price, meaning the discount itself is 30%. That gap between the original and the sale price is what percent change measures more generally.

In every one of these cases, the numbers change but the process does not: identify the part, identify the whole, divide, multiply by 100. That consistency is exactly why this one formula is worth memorizing rather than looking up fresh each time.

Common mistakes when converting a score to a percentage

The formula itself is simple, but a few small slip-ups account for most wrong answers. Knowing what they look like makes them easy to catch before you rely on the result.

• Dividing the wrong way round. The part always goes on top. Flipping it, 20 / 14 instead of 14 / 20, gives 1.43, or 143%. Any percentage over 100% from a "part out of whole" question is a signal to check which number is the numerator.
• Forgetting to multiply by 100. Dividing 14 by 20 correctly gives 0.7, but 0.7 is a decimal, not a percentage. Skipping the x 100 step is one of the most common reasons an answer is off by a factor of 100.
• Rounding too early. 14/20 happens to divide evenly, so this is not an issue here, but for a score like 14 out of 22 (0.6363...), rounding the decimal before multiplying by 100 can shift the final percentage by a full point or more. Multiply first, then round the percentage.
• Treating "percent" and "percentage points" as the same thing. Going from a 60% score to a 70% score is a 10 percentage point increase, but it is roughly a 16.7% relative improvement (10 / 60 x 100). Mixing these two up is a common source of confusion when comparing scores over time.
• Assuming one grading scale applies everywhere. As covered above, 70% can be a solid C, a C-minus, or a D-plus depending on the school. Do not treat the letter grade in this article as fixed without checking the actual syllabus.

Try it yourself

Want to convert a different score, or double-check this one? Plug any two numbers into the calculator below and get an instant, exact result, or use a fraction calculator first if you need to simplify 14/20 into lower terms.

Bottom line: 14 out of 20 is 70%, calculated by dividing 14 by 20 and multiplying by 100, or by using the faster x5 shortcut since 20 x 5 = 100. The same method works for any fraction you need to convert, whether it is a test score, a survey result, a sports stat, or a discount comparison.