A test-score average is the arithmetic mean of your scores: add them up and divide by how many there are. It is the number teachers mean by 'your average,' the number behind most gradebook calculations, and the input to GPA math downstream. The mean has one famous vulnerability — it is sensitive to outliers. A single missed exam scored as zero can crater an otherwise strong average, which is exactly why many instructors drop the lowest score or allow a retake: those policies are outlier insurance, not generosity.
Dropping the lowest score changes the math in your favor by removing the minimum before dividing. With scores of 70, 85, 88, and 92, the straight mean is (70 + 85 + 88 + 92) / 4 = 335 / 4 = 83.75; dropping the 70 gives (85 + 88 + 92) / 3 = 265 / 3 = 88.33 — a gain of 4.58 points from one policy. Weighted averages add a further layer: if tests have different point values, each score counts in proportion to its points, so a 200-point final swings the average more than a 50-point quiz.
When comparing averages, remember the mean is not the whole story. The median (middle value) resists outliers and sometimes better represents 'typical' performance; the range shows consistency. But for gradebooks, the mean rules — compute it exactly, know your instructor's drop and weighting policies, and you will never be surprised by a report card.