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85 Percentile in MHT CET PCB 2025: Expected marks and rank85 Percentile in MHT CET PCB 2025: Students with an MHT CET PCB 2025 percentile of 85 will score 95 marks or higher. Students within this percentile range demonstrate a strong likelihood of getting B.Sc Agriculture admission rank above 4200 as well as B.Pharmacy admission rank above 7350. Students must decide their college admissions through an analysis of the MHT CET PCB 2025 results. Students who analyze MHT CET PCB Percentiles alongside their Marks and Rank information can better plan their college admissions process. Students who failed to secure admission at their chosen colleges should evaluate their position relative to others to identify improvements for their exam performance if they plan on retaking the exam in the next year.
85 Percentile in MHT CET PCB 2025 Expected Marks and Rank
Candidates can check the table below to know 85 Percentile in MHT CET PCB 2025 means what marks and rank:| Percentile | Expected Marks in MHT CET PCB 2025 | Expected Rank for B.Sc Agriculture Counselling 2025 | Expected Rank for B.Pharmacy Counselling 2025 |
|---|---|---|---|
| 85.9 percentile | 99.5+ | ≲ 3,950 | ≲ 6,910 |
| 85.8 percentile | 99+ | ≲ 3,980 | ≲ 6,960 |
| 85.7 percentile | 98.5+ | ≲ 4,000 | ≲ 7,010 |
| 85.6 percentile | 98+ | ≲ 4,030 | ≲ 7,060 |
| 85.5 percentile | 97.5+ | ≲ 4,060 | ≲ 7,110 |
| 85.4 percentile | 97+ | ≲ 4,090 | ≲ 7,150 |
| 85.3 percentile | 96.5+ | ≲ 4,120 | ≲ 7,200 |
| 85.2 percentile | 96+ | ≲ 4,140 | ≲ 7,250 |
| 85.1 percentile | 95.5+ | ≲ 4,170 | ≲ 7,300 |
| 85 percentile | 95+ | ≲ 4,200 | ≲ 7,350 |
Students use the 85 percentile gained in the MH CET PCB Result 2025 to guide their decision-making about institution selection and academic program choice. Learning about the relationship between percentiles and their marks and ranks enables students to calculate the competitive levels present in MHT CET PCB 2025. Students choosing correct college preferences for the MH CET PCB 2025 counselling becomes possible by correctly understanding the relationship between marks and ranks at a given percentile.
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