A student who achieves an average of 13 in general second year may find themselves rejected from the specialty they aim for in first year, while another with an 11 passes without difficulty. The raw average tells only part of the story. Since the reform of the baccalaureate, class councils primarily evaluate the coherence between subject results and the student’s orientation project. Understanding this mechanism changes the way to manage one’s second year.
Coherence of the profile in second year: what the class council really looks at
There’s often talk of a magic threshold (10, 12, 14) that would guarantee passage to general first year. In practice, educational teams operate differently. The class council cross-references several elements: results in subjects related to the targeted specialties, attendance, progress between terms, and the student’s ability to justify their orientation choices.
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A student aiming for math and physics-chemistry specialties will be evaluated primarily on their grades in these subjects. Achieving a decent average in history-geography will not compensate for weak results in scientific disciplines. Conversely, a profile oriented towards literature and languages does not need to excel in mathematics for their application to hold up.
Parcoursup and the Ministry of Higher Education remind us that results in subjects related to targeted specialties count more than a uniform general average. It’s better to focus efforts rather than chase an overall number. To better understand the ideal average in general second year, one must think by subject and project, not by a single threshold.
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Average by subject in second year: setting differentiated targets
Aiming for 14 everywhere sounds appealing on paper, but is rarely realistic. Support resources for second year recommend a differentiated target approach: a higher average in strategic subjects for their project, and a sufficient level in others.
In practice, one can distinguish three categories of subjects in their timetable:
- The pivot subjects, directly linked to the specialty considered for first year. These are the ones where one should aim for the best possible result and invest the most revision time.
- The supporting subjects, which enhance the profile without being decisive. Maintaining a decent average is enough for the class council to have no objections.
- The secondary subjects in relation to the project. Here, the goal is to not fall behind, to remain consistent, and to show seriousness in participation.
This hierarchy allows for a realistic distribution of energy. A student who wants to choose SES and history-geography as specialties does not have the same priority framework as a student attracted to NSI and math.
The trap of artificially inflated averages
Some high schools display class averages above 15 in several subjects. Teachers on professional forums report increasing pressure from some parents regarding grades. The result: a high average in a school with lenient grading does not hold the same value as an identical average in a more demanding institution.
The class council knows this and looks at the student’s position in the class, not just the raw number. A 12 in a class with an average of 10 sends a stronger signal than a 14 in a class with an average of 15. Therefore, it is better not to compare oneself to other institutions, but to situate oneself within one’s own context.
Work method in second year: what improves the average
The second year marks a break from middle school. The volume of classes increases, as do the expectations regarding writing and argumentation. Students who progress the most are those who adapt their method from the first term, without waiting for a warning signal.
Working regularly in short sessions remains more effective than cramming the night before a test. Concise revision notes, written throughout the courses, help retain concepts over time. Active note-taking (rephrasing in class rather than copying word for word) also makes a real difference in understanding.
A often overlooked point: asking questions in class. Teachers evaluate participation and engagement, two criteria that weigh in the assessment of the report. A student who regularly contributes shows their motivation, even if their written results are not yet at the expected level.
The role of the second term in orientation
The second term is when the class council makes its first orientation proposal. This is therefore the most strategic period. A clear progression between the first and second terms weighs favorably in the decision, sometimes more than a stable but average score.
Feedback on this point varies by institution, but the general trend is clear: a student who demonstrates their ability to bounce back after a difficult first term reassures the educational team. Conversely, a drop in results in the second term, even with a good first term, raises concerns.
Specialties in first year and second year grades: anticipating Parcoursup now
We don’t always think about it in second year, but the grades from this year appear in the Parcoursup file two years later. Selective programs (preparatory classes, BUT, certain licenses) look at the entire high school journey, including second year.
This does not mean that a failed term in second year condemns a file. Parcoursup values progression and coherence. A student who starts at 10 in math in second year and finishes at 14 in final year shows a readable trajectory. Consistency and an upward trend count as much as the raw level.
The choice of specialties at the end of second year deserves to be thought through based on one’s real strengths, not abstract ambitions. Choosing math with a fragile average in this subject, solely because “it opens doors,” often leads to abandoning the specialty at the end of first year, complicating the file for higher education.
Managing one’s second year means accepting that the general average is just one indicator among others. The real lever lies in the alignment between subject results, specialty choices, and the ability to demonstrate a progression dynamic over the three terms.