GPA Forecasting and Planning 3

Question 1

A student wants to maintain a 3.5 GPA over 4 years (128 credits). After 96 credits they hold a 3.4. What is the minimum GPA they must earn in the final 32 credits?

Accepted Answer

3.8

Answer

Required GPA = (3.5×128 − 3.4×96) / 32 = (448 − 326.4) / 32 = 121.6 / 32 = 3.8.

Question 2

Which of the following best defines 'grade point average momentum' in academic planning?

Accepted Answer

The rate at which a student's GPA changes over consecutive semesters

Answer

GPA momentum refers to the upward or downward trend in GPA across successive semesters.

Question 3

A student has 30 credits completed with a 2.5 GPA. They retake a 3-credit course and raise the grade from a C (2.0) to an A (4.0). If the school replaces the grade, what is the new GPA?

Accepted Answer

2.7

Answer

Old points = 75; remove 6 (C) and add 12 (A): 75 − 6 + 12 = 81; 81 / 30 = 2.7.

Question 4

When forecasting GPA for a semester with a mix of difficult and easy courses, which weighting principle applies?

Accepted Answer

Courses with more credit hours have a larger effect on the semester GPA

Answer

In a standard GPA calculation, higher-credit courses contribute proportionally more to the semester average.

Question 5

A student is planning to take summer classes to boost their GPA. They have 90 credits at a 2.9 GPA. After 6 summer credits with a 4.0, what is the new cumulative GPA?

Accepted Answer

2.96

Answer

New GPA = (2.9×90 + 4.0×6) / 96 = (261 + 24) / 96 = 285 / 96 ≈ 2.97, closest to 2.96.

GPA - Grade Point Average Practice Test

GPA - Grade Point Average Practice Test

GPA Forecasting and Planning 3