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100+ Free Bac Général Djibouti Practice Questions

Prepare for the Baccalauréat de l'Enseignement Secondaire Général (Djibouti) exam with instant access — no signup required.

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2026 Statistics

Key Facts: Bac Général Djibouti Exam

7,571

General-Baccalauréat candidates reported for the 2026 session

Presidency Council of Ministers, 9 June 2026

4 series

General series L, ES, S, and SG

Decree n°2015-346/PR/MENFOP

10/20

First-group pass average

Decree n°2015-346/PR/MENFOP

2 written papers

Second-group assessment for candidates averaging 8/20 to below 10/20

Decree n°2015-346/PR/MENFOP

Decree n°2015-346/PR/MENFOP governs the current Baccalauréat de l'Enseignement Secondaire Général. In 2026, 7,571 general candidates were reported across 12 centres, separately from 1,866 professional and 376 Arabic-Baccalauréat candidates. Candidates must use the subject and coefficient table for their L, ES, S, or SG series.

Sample Bac Général Djibouti Practice Questions

Try these sample questions to test your Bac Général Djibouti exam readiness. Each question includes a detailed explanation. Start the interactive quiz above for the full 100+ question experience with AI tutoring.

1In a Terminale S function study, what is the limit of f(x) = (3x^2 - 12) / (x - 2) as x approaches 2?
A.12
B.6
C.0
D.Undefined
Explanation: Factor 3x^2 - 12 as 3(x^2 - 4) = 3(x - 2)(x + 2). For x != 2, cancel (x - 2), leaving 3(x + 2). Its limit at x = 2 is 3(4) = 12.
2What is the derivative f'(x) of the function f(x) = e^(2x^2 - x)?
A.(4x - 1) * e^(2x^2 - x)
B.e^(4x - 1)
C.(2x - 1) * e^(2x^2 - x)
D.4x * e^(2x^2 - x)
Explanation: For f(x) = e^(u(x)), the chain rule gives f'(x) = u'(x)e^(u(x)). Here u(x) = 2x^2 - x and u'(x) = 4x - 1, so f'(x) = (4x - 1)e^(2x^2 - x).
3A Terminale S student uses ln(x) to measure the accumulated area under y = 1/x between x = 1 and x = e^2. Which exact result should the student obtain?
A.2
B.e^2 - 1
C.0
D.ln(e^2 - 1)
Explanation: For x > 0, an antiderivative of 1/x is ln(x). Evaluation gives ln(e^2) - ln(1) = 2 - 0 = 2.
4In the set of complex numbers C, what is the modulus (norm) of z = 3 - 4i?
A.5
B.7
C.1
D.25
Explanation: The modulus of a complex number z = a + bi is given by |z| = sqrt(a^2 + b^2). For z = 3 - 4i, |z| = sqrt(3^2 + (-4)^2) = sqrt(9 + 16) = sqrt(25) = 5.
5For the sequence defined by u_n = 3 * 2^(n - 1), calculate u_6.
A.96
B.64
C.192
D.48
Explanation: The general term of a geometric sequence is given by u_n = u_1 * q^(n - 1). For n = 6, u_6 = 3 * 2^(6 - 1) = 3 * 2^5 = 3 * 32 = 96.
6In a lycée class of 25 students, how many distinct committees of 3 students can be formed?
A.2,300
B.13,800
C.75
D.1,725
Explanation: Because committee membership order does not matter, the number of committees is given by the combination formula C(25, 3) = 25! / (3! * 22!) = (25 * 24 * 23) / (3 * 2 * 1) = 13,800 / 6 = 2,300.
7On an Argand diagram, z = -1 + i * sqrt(3) lies in quadrant II. Which angle is its principal argument?
A.2pi / 3
B.pi / 3
C.5pi / 6
D.4pi / 3
Explanation: The modulus is |z| = sqrt((-1)^2 + (sqrt(3))^2) = sqrt(4) = 2. Factoring gives z = 2(-1/2 + i * sqrt(3)/2). Since cos(theta) = -1/2 and sin(theta) = sqrt(3)/2, the angle lies in the second quadrant, yielding theta = 2pi / 3.
8Before studying the variations of f(x) = ln(3x - 6), which interval must be chosen as its real domain?
A.]2, +infinity[
B.[2, +infinity[
C.]-infinity, 2[
D.]0, +infinity[
Explanation: The logarithm requires 3x - 6 > 0. Thus 3x > 6 and x > 2, giving the open interval ]2, +infinity[.
9What is the general solution to the first-order linear differential equation y' - 2y = 0?
A.y(x) = C * e^(2x), where C is a real constant
B.y(x) = C * e^(-2x), where C is a real constant
C.y(x) = 2x + C, where C is a real constant
D.y(x) = C * ln(2x), where C is a real constant
Explanation: The equation is y' = 2y. Its general solution is y(x) = C e^(2x), as differentiation gives y' = 2C e^(2x) = 2y.
10Using integration by parts, what is the value of ∫ from 0 to pi of x * sin(x) dx?
A.pi
B.2 * pi
C.0
D.-pi
Explanation: Set u = x, so du = dx; and dv = sin(x) dx, so v = -cos(x). Using the integration by parts formula ∫ u dv = u*v - ∫ v du: [-x * cos(x)] from 0 to pi - ∫ from 0 to pi (-cos(x)) dx = (-pi * cos(pi) - 0) + [sin(x)] from 0 to pi = -pi * (-1) + (sin(pi) - sin(0)) = pi + 0 = pi.

About the Bac Général Djibouti Exam

Djibouti's national general upper-secondary diploma, offered in series L, ES, S, and SG. The ordinary general assessment is administered through French-language regulations and papers, with Arabic and English assessed as language subjects; DGECE lists a separate Baccalauréat Arabe. This bank is an independent English-language MCQ study adaptation.

Assessment

Series-specific national assessment. Official components include written subject papers and, depending on series, French or language orals, practical mathematics/science/speciality work, EPS, and project or continuous-assessment marks.

Time Limit

Series- and component-specific: roughly 20–55 minutes for listed oral components, up to 4 hours for written papers, plus separately assessed practical, EPS, project, or continuous work

Passing Score

At least 10/20 overall in the first group passes; 8/20 to below 10/20 leads to two written second-group papers; below 8/20 fails

Exam Fee

A current amount is not published on the DGECE examination page; consult the annual registration notice (MENFOP — Direction Générale des Examens et des Concours (DGECE))

Bac Général Djibouti Exam Content Outline

25% of this local bank

Mathematics

Analysis, complex numbers, geometry, probability-statistics, arithmetic, algorithms, and reasoning

20% of this local bank

Physics & Chemistry

Scientific-series mechanics, electricity, waves, radioactivity, kinetics, acid-base, and organic chemistry

15% of this local bank

Life & Earth Sciences

Earth resources and climate, genetics and evolution, reproduction, inflammation, and adaptive immunity

20% of this local bank

French Literature & Philosophy

Literary and rhetorical concepts plus authors and notions named or supported by the official programmes

20% of this local bank

Geography, Economics & Management

Seven geography, seven ES economics, and six SG management/economics/law questions

How to Pass the Bac Général Djibouti Exam

What You Need to Know

  • Passing score: At least 10/20 overall in the first group passes; 8/20 to below 10/20 leads to two written second-group papers; below 8/20 fails
  • Assessment: Series-specific national assessment. Official components include written subject papers and, depending on series, French or language orals, practical mathematics/science/speciality work, EPS, and project or continuous-assessment marks.
  • Time limit: Series- and component-specific: roughly 20–55 minutes for listed oral components, up to 4 hours for written papers, plus separately assessed practical, EPS, project, or continuous work
  • Exam fee: A current amount is not published on the DGECE examination page; consult the annual registration notice

Keys to Passing

  • Work through all 100 available questions
  • Review every answer and explanation
  • Track weak areas and revisit them
  • Use our AI tutor for tough concepts

Bac Général Djibouti Study Tips from Top Performers

1Start with the official coefficient table for your L, ES, S, or SG series; this cross-series bank is not a substitute for that blueprint.
2Use CRIPEN programmes and past tasks to practise written reasoning, essays, summaries, and document analysis after MCQ review.
3Prepare mandatory oral, practical, EPS, and project or continuous components separately where your series requires them.
4Practise Arabic and English language subjects in their target languages rather than relying on this English explanatory layer.

Frequently Asked Questions

Which Bac does this page cover?

It covers the Baccalauréat de l'Enseignement Secondaire Général in series L, ES, S, and SG. Bac professionnel and Baccalauréat Arabe are separate national exam identities on the DGECE portal.

How does the second group work?

A candidate averaging at least 8/20 but below 10/20 after the first group takes two written papers selected under the series rules. The official regulation does not define this as an oral makeup round.

Does this bank reproduce the official format?

No. It adapts selected curriculum knowledge to English four-option MCQs and cannot simulate official essays, document analysis, oral languages, practical science or mathematics, EPS, projects, or continuous assessment.