Grade Point Average (GPA) Calculator

Calculate your Grade Point Average on the standard 4.0 scale. Enter your courses, letter grades, and credit hours to get an accurate GPA calculation for academic planning, scholarship applications, and graduate school preparation.

Calculate Your GPA

Add your courses, letter grades, and credit hours to calculate your Grade Point Average on the 4.0 scale.

Course Name (Optional)
Letter Grade
Credit Hours
Letter Grade to Grade Point Conversion
A+4.0
A4.0
A-3.7
B+3.3
B3.0
B-2.7
C+2.3
C2.0
C-1.7
D+1.3
D1.0
D-0.7
F0.0

What is a Grade Point Average (GPA)?

A Grade Point Average (GPA) is a standardized numerical representation of a student's academic performance across all courses taken during their educational career. The GPA system converts letter grades into numerical values on a scale, most commonly the 4.0 scale used throughout the United States, where an "A" grade equals 4.0 points, a "B" equals 3.0 points, and so forth.

The GPA calculation takes into account not just the grades you earn, but also the credit hours or units associated with each course. This weighted approach ensures that a 4-credit course has more impact on your overall GPA than a 1-credit course, reflecting the greater time investment and academic workload. This system provides a fair and comprehensive measure of academic achievement that considers both performance quality and course load.

Understanding your GPA is crucial for several reasons. It serves as a key metric for academic institutions to evaluate student progress, determine eligibility for honors programs, and make decisions about academic probation or dismissal. Beyond the classroom, GPA plays a significant role in scholarship applications, graduate school admissions, and even some employment opportunities, particularly for recent graduates entering competitive fields.

The beauty of the GPA system lies in its ability to provide a quick, standardized snapshot of academic performance that can be easily compared across different students, institutions, and time periods. Whether you're a high school student preparing for college applications, an undergraduate planning for graduate school, or simply someone who wants to track academic progress, understanding how to calculate and interpret your GPA is an essential academic skill.

Modern GPA calculators, like the one on this page, eliminate the manual calculation errors that can occur when computing complex weighted averages across multiple courses and semesters. By automating the mathematical process, these tools ensure accuracy while allowing students to focus on what matters most: understanding their academic standing and planning for future success.

How to Calculate GPA

The GPA Formula
GPA = Σ(Grade Points × Credit Hours) ÷ Σ(Credit Hours)

Your GPA is calculated by multiplying each course's grade points by its credit hours, summing all those values, then dividing by your total credit hours.

Step-by-Step Example
Math (A, 3 credits):4.0 × 3 = 12.0
English (B+, 3 credits):3.3 × 3 = 9.9
History (A-, 4 credits):3.7 × 4 = 14.8
Total Grade Points:36.7
Total Credits:10
GPA:36.7 ÷ 10 = 3.67

GPA Calculator Examples

Example 1: Freshman Semester GPA

Scenario: Jessica is a college freshman calculating her first semester GPA.

Her courses and grades:

  • • English Composition: A- (3 credits) = 3.7 × 3 = 11.1
  • • College Algebra: B+ (4 credits) = 3.3 × 4 = 13.2
  • • Biology: A (4 credits) = 4.0 × 4 = 16.0
  • • Psychology: B (3 credits) = 3.0 × 3 = 9.0
  • • Physical Education: A (1 credit) = 4.0 × 1 = 4.0

Calculation:

Total Grade Points: 11.1 + 13.2 + 16.0 + 9.0 + 4.0 = 53.3
Total Credits: 3 + 4 + 4 + 3 + 1 = 15
GPA: 53.3 ÷ 15 = 3.55

Jessica's first semester GPA is 3.55, which is considered a strong academic performance and puts her on track for Dean's List recognition.

Example 2: Cumulative GPA Calculation

Scenario: Marcus wants to calculate his cumulative GPA after two semesters.

Previous academic record:

Semester 1 (15 credits):

GPA: 3.2, Grade Points: 3.2 × 15 = 48.0

Semester 2 (16 credits):

  • • Calculus I: A (4 credits) = 16.0
  • • Chemistry: B+ (4 credits) = 13.2
  • • Literature: A- (3 credits) = 11.1
  • • History: B (3 credits) = 9.0
  • • Lab: A (2 credits) = 8.0

Semester 2 Grade Points: 57.3

Cumulative calculation:

Total Grade Points: 48.0 + 57.3 = 105.3
Total Credits: 15 + 16 = 31
Cumulative GPA: 105.3 ÷ 31 = 3.40

Marcus improved from a 3.2 to 3.58 GPA in his second semester, bringing his cumulative GPA to 3.40, showing positive academic growth.

Example 3: High School Weighted vs Unweighted

Scenario: Sarah is comparing her weighted and unweighted high school GPA.

Her junior year courses:

  • • AP Calculus: A (1 credit) - Regular: 4.0, Weighted: 5.0
  • • Honors English: A- (1 credit) - Regular: 3.7, Weighted: 4.7
  • • AP Chemistry: B+ (1 credit) - Regular: 3.3, Weighted: 4.3
  • • Regular History: A (1 credit) - Regular: 4.0, Weighted: 4.0
  • • Spanish III: B+ (1 credit) - Regular: 3.3, Weighted: 3.3
  • • Art: A (1 credit) - Regular: 4.0, Weighted: 4.0

Comparison:

Unweighted GPA: (4.0 + 3.7 + 3.3 + 4.0 + 3.3 + 4.0) ÷ 6 = 3.72

Weighted GPA: (5.0 + 4.7 + 4.3 + 4.0 + 3.3 + 4.0) ÷ 6 = 4.22

Sarah's weighted GPA of 4.22 reflects the additional difficulty of her AP and Honors courses, while her unweighted 3.72 shows her actual letter grade performance.

Example 4: Graduate School GPA Requirements

Scenario: David is calculating his major GPA for graduate school applications.

Computer Science major courses only:

  • • Data Structures: A (3 credits) = 12.0
  • • Algorithms: A- (3 credits) = 11.1
  • • Database Systems: B+ (3 credits) = 9.9
  • • Software Engineering: A (4 credits) = 16.0
  • • Computer Networks: B+ (3 credits) = 9.9
  • • Machine Learning: A- (3 credits) = 11.1
  • • Senior Project: A (3 credits) = 12.0

Major GPA calculation:

Total Grade Points: 82.0
Total Major Credits: 22
Major GPA: 82.0 ÷ 22 = 3.73

David's major GPA of 3.73 exceeds most graduate program requirements (typically 3.0-3.5 minimum) and demonstrates strong performance in his field of study.

These examples illustrate different GPA calculation scenarios students commonly encounter. Whether you're tracking semester performance, calculating cumulative averages, comparing weighted systems, or preparing for graduate applications, understanding these calculations helps you make informed academic decisions and set realistic goals for your educational journey.

Why Your GPA Matters

Graduate School

Most graduate programs have minimum GPA requirements, typically 3.0-3.5 for admission consideration.

Scholarships

Many scholarships require maintaining a minimum GPA, often 3.0 or higher, to remain eligible.

Academic Standing

Universities use GPA to determine academic probation, Dean's List recognition, and graduation honors.

Career Opportunities

Some employers, especially for entry-level positions, consider GPA as part of their hiring criteria.

Related GPA Calculators

Specialized calculator for college students with semester and cumulative GPA tracking.

Calculate both weighted and unweighted GPAs for high school courses including AP and Honors.

Combine your previous GPA with current semester grades for an updated overall GPA.

Calculate your GPA for a specific semester to track your academic progress.

Simplified GPA calculator for quick estimates with minimal input requirements.

Calculate your current course grade using assignment scores and weights.

Frequently Asked Questions