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Some high schools, to reflect the varying skill required for different course levels, will give higher numerical grades for difficult courses, often referred to as a weighted GPA. For example, two common conversion systems used in honors and Advanced Placement courses are: A = 5 or 4.5; B = 4 or 3.5 [5] C = 3 or 2.5; D = 2 or 1.5; F = 0 [19]
Additionally, most schools calculate a student's grade point average (GPA) by assigning each letter grade a number and averaging those numerical values. Generally, American schools equate an A with a numerical value of 4.0. Most graduate schools require a 3.0 (B) average to take a degree, with C or C− being the lowest grade for course credit.
Grading in education is the application of standardized measurements to evaluate different levels of student achievement in a course. Grades can be expressed as letters (usually A to F), as a range (for example, 1 to 6), percentages, or as numbers out of a possible total (often out of 100).
GWA (general weighted average; similar to GPA) is a representation (often numerical) of the overall scholastic standing of students used for evaluation. GWA is based on the grades in all subjects taken at a particular level including subjects taken outside of the curriculum.
Class rank is a measure of how a student's performance compares to other students in their class. It is commonly also expressed as a percentile . For instance, a student may have a GPA better than 750 of their classmates in a graduating class of 800.
GPA not reported. Upper year courses have an easier curve. [120] GPA calculated based on 4.33 scale. New York University School of Law – not reported, but likely around 3.3 after 1L. Only 31% of 1L class grades are A−'s or higher. [121] University of Michigan Law School – class rank is not established until after graduation [122]
When treating the weights as constants, and having a sample of n observations from uncorrelated random variables, all with the same variance and expectation (as is the case for i.i.d random variables), then the variance of the weighted mean can be estimated as the multiplication of the unweighted variance by Kish's design effect (see proof):
This ECTS grading scale was based on the class percentile (similar, but not identical to the class rank) of a student in a given assessment, that is how he/she performed relative to other students in the same class (or in a significant group of students). The ECTS system classified students into broad groups and thus makes interpretation of ...