# How To Calculate Aps Score At Wits

Are you curious about how to calculate your AP score at Wits? Maintaining a good AP score is essential to maintain a good reputation as a student at the university, and it could also open up opportunities for scholarships, internships, or other valuable experiences that require high academic performance. In this article, we're going to guide you through the process of calculating your AP score at Wits, so you can stay on top of your academic game.

## What is an AP Score?

An AP (Advanced Placement) score is a number between 1 and 5 that represents the student's achievement in a particular Advanced Placement course offered by the College Board. An AP score of 5 is the highest, and it indicates that the student is extremely well-prepared for college-level work in that subject, while a score of 1 indicates that the student may not have acquired enough understanding of the subject material to pass the course at a college level.

## The AP Score Calculation Formula

The formula for calculating your AP score at Wits is relatively simple, and it goes like this:

AP Score = (Number of Passing AP Scores ÷ Total Number of AP Exams) x 5

For example, if you've taken four AP exams and passed all of them, your number of passing AP scores would be 4. If you've taken six AP exams but only passed four of them, your number of passing AP scores would still be 4. In this instance, you would use the number of passing AP scores to calculate your AP score, which would be:

AP Score = (4 ÷ 6) x 5 = 3.33

### Calculating AP Score for Specific Programs

In certain programs, AP Exams are given specific weightings to determine their contribution to a student's AP score. For example, in the Engineering program, Mathematics and Physics AP exams are given weighting factors of 1.5 each. Therefore, if a student passes two Mathematics AP exams and one Physics AP exam, their number of passing AP scores would be 4 instead of the typical 3, and their AP score calculation would look like this:

AP Score = (4 ÷ 6) x 5 = 3.33 + (2 x 1.5) + (1 x 1.5) = 8