GPA needed on upcoming credits
g = (T × (C + F) − G × C) ÷ F
Calculate the GPA you need on upcoming credits to lift your current cumulative GPA to a target, taking the credits you have already completed into account.
Your cumulative GPA is 3.2 after two years and you need 3.4 for a graduate application or a scholarship: what GPA do you have to earn on the credits that remain? This calculator runs the GPA formula backwards. From your current GPA, completed credits, upcoming credits and target, it gives the average GPA you need over the next period. It also tells you when the target is above the maximum scale, and therefore out of reach, or when it is already secured whatever happens.
A cumulative GPA is a credit-weighted average of every graded course. Aiming for a final GPA therefore means aiming for a total of quality points: target GPA times all credits, past and future. The tool subtracts the points already earned (current GPA × completed credits) and divides what is left by the upcoming credits.
If the required GPA is above the maximum scale (4 by default), no combination of grades reaches the target within that many credits. If it is zero or negative, your current GPA already guarantees the goal. The calculation assumes every upcoming credit counts toward GPA; pass/fail courses and repeated courses whose new grade replaces the old one follow your school’s own rules.
Type the cumulative GPA from your transcript and the number of credits used to calculate it, which is not always every credit earned.
Add the credits of the coming term or terms, the cumulative GPA you are aiming for and your school’s scale.
The required GPA appears, flagged as “target impossible” or “target already secured” when relevant. Extend the horizon to see how the effort spreads out.
A cumulative GPA adds up the quality points of every term before dividing by all credits.
g = (T × (C + F) − G × C) ÷ F
G final = (G × C + g × F) ÷ (C + F)
Handy to check the result or see the effect of a finished term.
Find out whether the required threshold is still within reach before the deadline and which level to hold.
When a school requires you to climb back above a minimum GPA, the tool puts a number on next term’s effort.
Compare 12, 15 or 18 upcoming credits to see whether taking more credits makes the target easier.
The result turns a vague wish into a precise average per term.
3.4 × 90 = 306 target points; 3.2 × 60 = 192 earned; (306 − 192) ÷ 30 = 3.8.
Input
GPA 3.2 over 60 credits, 30 future credits, target 3.4, scale 4Result
Required GPA 3.80(3 × 60 − 2.8 × 45) ÷ 15 = (180 − 126) ÷ 15 = 3.6: you need mostly A− grades.
Input
GPA 2.8 over 45 credits, 15 future credits, target 3.0Result
Required GPA 3.60(3.5 × 120 − 270) ÷ 30 = 5. Even with 60 future credits you would need 4.25: the more credits behind you, the harder a cumulative GPA is to move.
Input
GPA 3.0 over 90 credits, 30 future credits, target 3.5Result
Required GPA 5.00: target impossibleMultiply the target GPA by total credits (past and upcoming), subtract the points already earned (current GPA × completed credits), then divide by the upcoming credits.
The required GPA is above the maximum scale: even top grades in every upcoming course would not lift the cumulative GPA to the target. Add more upcoming credits or aim lower.
The calculation gives a required GPA of zero or less: even with 0 on every upcoming credit, your cumulative GPA would stay above the target.
Add the quality points of each term (GPA × credits) and divide by total credits. A 3.5 over 15 credits and a 3.0 over 12 credits give (52.5 + 36) ÷ 27 ≈ 3.28, not 3.25.
It depends on the school: some replace the grade in the GPA, others average both attempts. Check your university’s repeat policy before entering credits.
Yes: enter your school’s maximum, for example 4.3 or 5. The formula stays the same; only the limit above which the target becomes impossible changes.
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