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What formula is used to convert a 10-point Indian CGPA to a US 4.0 GPA?

25 Sept 2026 · Answered by Tamanna Jaisingh · 2 min read
Quick Answer verified

The widely used formula is US GPA equals your CGPA divided by 10, then multiplied by 4, so an 8.0 CGPA converts to roughly a 3.2 GPA; LeapScholar's free calculator applies this exact formula automatically as one of its 10 conversion tools online.

Tamanna Jaisingh
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The formula looks deceptively simple, but the two operations doing the work, dividing by 10 and multiplying by 4, only hold up if your university actually grades on a straight, unweighted 10-point scale rather than a relative or credit-weighted one, which is exactly where students most often get tripped up.

The Formula Step by Step

US GPA equals CGPA divided by 10, multiplied by 4. Worked example: an 8.0 CGPA divided by 10 gives 0.8, multiplied by 4 gives a US GPA of 3.2. A 9.0 CGPA using the same steps produces a US GPA of 3.6.

When This Formula Does Not Apply Cleanly

  • Relative grading: Some Indian universities grade on a curve rather than an absolute 10-point scale.
  • Weighted credits: Programs with heavily weighted core subjects can distort a simple average.
  • Percentage-based transcripts: These typically convert to CGPA first, commonly by dividing your percentage by 9.5, before this formula applies.

Where to Apply It Without Doing Manual Math

LeapScholar's free calculator suite applies this exact CGPA to GPA formula automatically, alongside 9 other related conversions, so you can check the result instantly without redoing the arithmetic for every semester or every application you are preparing.

My Advice

Treat this formula as a fast estimate for shortlisting, not as the number you submit on a formal application. If a specific university or a centralized evaluator like WES requires an official conversion, use their process directly, since their method can differ meaningfully from this general purpose formula, sometimes by more than a full grade band once course weighting and grading distribution are both factored in.

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