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West Bengal

Camellia Institute of Technology & Management
CGPA to percentage

Quick answer: At Camellia Institute of Technology & Management, a CGPA of 7.4 is about 66.5%, using the official formula % = (CGPA − 0.75) × 10. (official source)

Camellia Institute of Technology & Management — CGPA → %

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How Camellia Institute of Technology & Management converts CGPA to percentage

Camellia Institute of Technology & Management (West Bengal) uses the formula % = (CGPA − 0.75) × 10 to convert a 10-point CGPA into a percentage for transcripts, job applications and higher studies. Enter your CGPA above to convert it instantly.

Worked example

Take a CGPA of 7.4 on the 10-point scale. Applying the official Camellia Institute of Technology & Management formula % = (CGPA − 0.75) × 10 gives a percentage of about 66.5%. Change the CGPA in the calculator above and the percentage updates instantly using this same formula.

Why the formula matters

Camellia Institute of Technology & Management is autonomous and sets its own conversion, % = (CGPA − 0.75) × 10, on its 10-point scale. Using the official conversion keeps your percentage defensible if an admissions office or employer asks how you calculated it.

Source & verification

MAKAUT (Maulana Abul Kalam Azad University of Technology, West Bengal) official circular 'How to Calculate Percentage from Your Grade Point' — publishes the DGPA-to-percentage conversion table directly: GPA 6.25→55%, 6.75→60%, 7.25→65%, 7.75→70%, 8.25→75%, confirming % = (GPA − 0.75) × 10 across every row. Applied here as the default MAKAUT-affiliate formula; genuine override risk exists but is unconfirmed (see note).

GENUINELY UNCERTAIN AUTONOMY STATUS — the reverse of the usual pattern seen elsewhere in this batch. a third-party encyclopedia states plainly and repeatedly, in its opening line, that 'CITM, is an autonomous private degree engineering college.' However, EVERY OTHER SOURCE — CITM's own official site (citm.org.in), and independent third-party listings (a third-party listing, other third-party listings) — describes the institute simply as 'affiliated with MAKAUT' with zero autonomy mention anywhere. No dedicated CGPA-formula document was found on citm.org.in despite checking Academic Calendar, Examination, and ExamNotice pages. This is the first case in this batch where a third-party encyclopedia claims autonomy but the institution's own primary-source materials do not corroborate it — could indicate a genuine but unadvertised autonomous status (colleges sometimes retain UGC autonomy without emphasizing it in marketing materials), or could be a a third-party encyclopedia inaccuracy. Given the AICTE/UGC/MAKAUT affiliation is otherwise identical to every other non-autonomous Camellia Group college (CIT Madhyamgram, CSET Barasat, both covered earlier), and CITM's own site describes an ordinary regulated affiliation, this should be treated as UNRESOLVED rather than confidently either way.

College contact

Address: Halder Dighi, G.T. Road, Bainchi, Hooghly - 712134, West Bengal, India
Email: info@citm.org.in
Phone: (03213) 271346
Website: official contact page

Comparing colleges? See the full CGPA to percentage directory or calculate your CGPA first with the CGPA calculator.

Frequently asked questions

What percentage is 7.4 CGPA at Camellia Institute of Technology & Management?
Using the official formula % = (CGPA − 0.75) × 10, a 7.4 CGPA is about 66.5% at Camellia Institute of Technology & Management. Enter any CGPA in the calculator above for an instant result.
Which CGPA to percentage formula does Camellia Institute of Technology & Management use?
Camellia Institute of Technology & Management's official conversion is % = (CGPA − 0.75) × 10, taken from its own published source.
Is this Camellia Institute of Technology & Management conversion official?
The formula here is recorded from Camellia Institute of Technology & Management's published source and shown above with its verification status and the date last checked. Your transcript remains the authoritative document — this tool reproduces the college's own method.