Averages & Ratios calculators
This category covers ways of summarizing and comparing numbers: arithmetic, weighted and harmonic means, school grades and GPA, and ratios and proportions. Choosing the right kind of average matters, because the same data can give noticeably different answers depending on the method.
7 tools · Updated October 21, 2026
Which one do I need?
Choosing the right kind of average
The arithmetic mean adds the values and divides by how many there are. It is the right default for amounts that add up naturally, but a single extreme value can pull it far from the typical case. The median, the middle value once the list is sorted, resists outliers, which is why incomes and house prices are usually reported as medians. The Average Calculator shows mean, median and mode together so you can see when they diverge.
A weighted average is needed when items carry different importance, such as a final exam worth 40% of a course or purchases of different quantities at different prices. The harmonic mean is the right tool for rates over a fixed amount, such as speeds over equal distances or average cost when you spend the same money each time.
How grades and GPA are calculated
A course grade is normally a weighted average of categories (homework, quizzes, exams), each weighted by its share of the total. The Grade Calculator works this out and also solves the reverse question, the score you need on remaining work to reach a target grade.
A GPA converts each letter grade to grade points (on the common US 4.0 scale an A is 4, a B is 3) and weights them by credit hours. Schools differ on plus and minus values and on weighting honors or AP classes, so the GPA Calculator lets you set the scale. Check your school's policy before relying on a projected GPA.
Ratios, proportions and scaling
A ratio compares quantities, and it can be simplified like a fraction: 1920:1080 reduces to 16:9. The Ratio Calculator simplifies ratios, scales them up or down and splits a total in a given ratio, which helps with mixing, sharing costs and recipes.
A proportion states that two ratios are equal, a:b = c:d, and cross multiplication finds a missing value. Use the Proportion Solver for unit rates, map distances and scaling problems where three of the four values are known.