HOW DO TEACHERS DETERMINE LETTER GRADES AND GPAS FROM STANDARDS? (STANDARDS-BASED GRADING)

The purpose of standards-based grading/reporting is to communicate students’ current strengths and areas for improvement relative to course or grade-level standards. It may seem counter-productive to “go back” to using letter grades once a student’s level of learning has been described using an integer scale (i.e. 1-4) with corresponding descriptions of learning. Because some secondary schools may have a need to determine letter grades and grade point averages, the purpose of this post is to describe several ways to make this happen. The first step is to determine a standard score. The second and final step is to determine a final grade based upon the standard scores using one of three methods. In other words, a secondary school using standards-based grades does not need to fully eliminate reporting letter grades, if there is a compelling reason to do so.

Determining a standard score (level of learning)

No mathematical formulas are needed to determine a student’s standard score. Let’s consider Tyler, a student who has a “3” level of learning (demonstrates understanding with minor errors) right now in the grade book for a high school math standard, “Represent data with plots on the real number line” (HSS.ID.A.1). After working with the teacher to complete a re-learning plan, Tyler completes a new assessment on data plots. His teacher determines that he now has a “4” level of learning (demonstrates proficient understanding of the standard). Because we want to communicate Tyler’s current level of learning, the teacher would erase the 3 in the grade book and replace it with a 4 rather than averaging these two attempts.

Determining a letter grade based upon the standard scores

In my experience and observation, schools have used one of three methods when converting standards to letter grades in a standards-based grading environment. I will explain each one in detail below using the following fictitious grade book, which we’ll assume represents a student named Cassy’s level of learning in math near the end of a reporting period.

[Cassy’s level of learning in math near the end of the reporting period (sample)]

Convert to Percentages Method
In order to determine a letter grade using the convert to percentages method, use the following steps:

Add up all of the standard scores.
Divide it by the total number of standard scores possible.
Use the school’s typical 90%, 80%, 70%, etc. percentage scale to determine the letter grade.

Using Cassy’s math standards and levels of learning above, she currently has 34 standard scores (4+4+3+4+4+4+4+2+4+1). The total number of standard scores possible is 40 (4 scale x 10 standards). Using a typical 90, 80, 70, 60 scale, Cassy has 85% (34/40=85%), therefore her letter grade would be a B using the percentages method.

The convert to percentages method will work within the "Learning Mastery" assignments category. At the same time, this method has a “points and percentages” feel to it which is less-than-ideal for communicating student learning in standards-based grading. The "Learning Mastery" assignments category is 50% of the students grade with "classwork" category counting as the other 50%.

Within the "Learning Mastery" category:

4 = 100%/A

3 = 75%/C

2 = 50%/F

1= 25%/ F

Using Cassy’s math standards and levels of learning, her average is 3.4 (34/10). Based upon the conversion scale above, her letter grade would be an A.

It is important to know

Logic Rule Method

In order to determine a letter grade using the logic rule method, use the following steps.

Count up the number of 4s, 3s, 2s, 1s, etc. currently in the grade book.
Apply the logic rule.

The following logic rule is adapted from Ken O’Connor’s book How to Grade for Learning, 4th edition.

A = Student has demonstrated level 3 and level 4 understanding for all standards. No standard scores are below 3.
B = Student has demonstrated a mix of level 2 and level 3 understanding for all standards with a majority of 3s. No standard scores are below 2.
C = Student has demonstrate a mix of level 2, level 3 and level 4 understanding for all standards with a majority of 2s. No standard scores are below level 1.
F = Student has a majority standard scores of 1 or 0.

These scores assume the student has successfully completed all "classwork" category assignments.

Using Cassy’s math standards and levels of learning, she has a “1” right now on the standard “Use data from a sample survey to estimate a population mean…” therefore her letter grade is an F. At first glance, this particular logic rule may seem harsh, however it should be noted that students are provided multiple opportunities to demonstrate understanding in standards-based grading, therefore Cassy is has ample opportunity to improve based upon supports provided by the teacher.

Calculating a grade point average using standards-based grading

Calculating a grade point average (GPA) in standards-based grading is an average of "Learning Mastery" and "classwork" grades, Once a letter grade has been determined from standard scores using methods described, a grade point average can be calculated for transcript purposes.

Summary

Your grade for this class will be an average of "Learning Mastery" Grades (50%) and "Classwork" Grades (50%)

Grading categories and their percentage weights:

Learning Mastery

Scale = 2 - 4 : 2 = minimum score (50%/F), 3 = meeting the minimum standard (75%/C), 4 = proficient (100%/A), 5 = exceeding the standard (125%/A)

Classwork

Scale = 50% - 100% (based on points for each assignment, minimum score = 50%)

Includes: research, essays, skills learning tasks, quizzes, midterm, and final.

Total Grade = Average of "Learning Mastery" (50%) and "Assignments" (50%)

Achievement evidence collected within each grading category:

Learning Mastery Assignment:

Refer to each standards-based rubric

Class Assignments:

Based on quiz/test scores and task/assignment completion.

Grading scales:

Quarter and Semester grades
Standards Based Grading	Letter Grade Equivalent	Percent average of "Learning Mastery" and "Classwork"
Exemplary	A	90% and above
Proficient	B	80 - 89 %
Meeting the standard	C	70 - 79 %
Not meeting the standard	F	Below 70 %