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Bocconi Test study guide

Every topic the Bocconi Test covers, explained in plain language with a worked rule and a diagram for each one. Free to read, no account needed.

22 topics · 112 lessons

What is the Bocconi Test format?

Online Bocconi Test for admission in academic year 2027/28, as published by Università Bocconi.

Questions / time
50 / 75 minutes
Distribution
24 mathematics · 11 reading · 6 numerical reasoning · 9 critical thinking
Scoring
+1 correct · 0 blank · −0.2 wrong
Question languages
English · Italian
Three-option questions
Some critical thinking questions have three options; a wrong answer there costs −0.33
Minimum score
Below 17 points the test is not considered for selection
AI degree
Mathematical and Computing Sciences for Artificial Intelligence also needs at least 11 of 24 points in mathematics
Law test
A separate test, 50 questions / 75 minutes: 5 mathematics · 11 reading · 6 numerical reasoning · 18 logic and critical thinking · 10 verbal reasoning; same scoring

Source: Università Bocconi, Online Bocconi Test page (checked October 7, 2026)

Common questions about the Bocconi Test

How is the Bocconi Test scored, and what is a good score?

Each correct answer is worth +1, a blank 0 and a wrong answer −0.2 (−0.33 on three-option critical thinking questions), so the maximum is 50. Bocconi publishes no pass mark: a total below 17 is not considered, and admission ranks applicants by the test score (55%) together with the grade average of the third-last and second-last school years (45%). A good score is therefore one that, combined with your grades, beats the other applicants in your session.

Can I send the SAT or ACT instead of the Bocconi Test?

Yes. Undergraduate School programmes accept the Bocconi online test, the SAT or the ACT; Law and Global Law also accept the LSAT and the Bocconi online test – Law. If you upload more than one result, the admission portal uses the highest. Bocconi publishes no minimum SAT or ACT score.

How many times can I take the Bocconi Test, and what does it cost?

Up to four attempts per test type while the webtesting platform is open, at €60 per attempt. You take it online from a prepared room; the session is audio and video recorded, with a room scan beforehand. In your application you choose which attempt to use.

When are the 2027/28 admission sessions?

Early Session: applications 2–29 September 2026, results mid-November 2026. Winter Session: 25 November 2026 – 26 January 2027, results mid-March 2027. Italian applicants also have a Spring Session, 8–27 April 2027. International applicants can book the test until 19 January 2027, Italian applicants until 20 April 2027.

What free preparation does Bocconi itself offer?

Two official tools, both free and linked from the Online Bocconi Test page: The Faculty app (iOS and Android), with practice questions grouped by subject and topic, and an online test simulation of 50 questions in 75 minutes that shows your correct, wrong and blank answers at the end. The simulation is not proctored, unlike the real test. The same page lists the topics of every section. BoccoPrep is independent of Bocconi and adds to these tools: lessons for each topic and a diagnostic test.

How should I prepare in two months?

Start with a diagnostic to find your weakest areas, then spend most of the time on mathematics: 24 of the 50 questions. Learn each rule and practise it in short sets; from the fourth week on, take full 50-question, 75-minute tests to train pacing and the penalty for wrong answers. This guide explains every topic for free, and the free BoccoPrep diagnostic shows where to start.

Sources: Università Bocconi (checked October 7, 2026): Online Bocconi Test · Admissions 2027/28

Full 2027/28 admissions calendar and steps

24 questions in the exam

Mathematics

12 topics

Numbers

How the real numbers are ordered, percentages and unit conversions: the arithmetic every other topic leans on.

  • Number sets and the number line
  • Order and operations
  • Percentage basics
  • Successive and reverse percentages
  • Unit conversions
5 lessons

Algebra

Expressions with powers, roots and polynomials; equations, inequalities and systems of the first and second degree, including absolute values.

  • Powers and exponent rules
  • Roots and radicals
  • Polynomials and identities
  • Factoring
  • Rational expressions
  • First-degree equations
  • Second-degree equations
  • Roots and coefficients
  • Equations that reduce to quadratics
  • Rearranging formulas
  • Relations between quantities
  • First-degree inequalities
  • Second-degree inequalities
  • Product and quotient inequalities
  • Linear systems
  • Second-degree systems
  • Absolute value equations
  • Absolute value inequalities
18 lessons

Functions

Mathematical notation, domain and range, composition and inverse functions, and the graphs of the elementary functions.

  • Mathematical notation
  • What a function is
  • Domain
  • Composition of functions
  • Inverse functions
  • Graphs of the elementary functions
  • Transforming graphs
7 lessons

Logarithms and exponentials

What a logarithm means, its identities, the graphs of aˣ and logₐx, and exponential and logarithmic equations and inequalities.

  • Exponential and logarithmic form
  • Logarithm identities
  • Exponential and logarithmic graphs
  • Exponential equations
  • Logarithmic equations
  • Exponential and logarithmic inequalities
6 lessons

Plane geometry

Triangles, circles and quadrilaterals: angles, lengths and areas, and how to combine them in shaded figures.

  • Triangles: angles, sides, area
  • Right triangles and Pythagoras
  • Similar triangles and Thales
  • Circle and disc
  • Square, rhombus, trapezoid
  • Shaded areas
6 lessons

Analytic geometry

Points, lines, circles and parabolas described by equations: distances, slopes, intersections and tangents.

  • Points, distance and midpoint
  • Slope and equation of a line
  • Parallel and perpendicular lines
  • The equation of a circle
  • The parabola
  • A line and a circle or parabola
6 lessons

Trigonometry

Sine, cosine and tangent: from the right triangle to the unit circle, with identities, graphs and simple equations.

  • Trigonometry in the right triangle
  • The unit circle and radians
  • Trigonometric identities
  • Graphs of sine, cosine and tangent
  • Inverse functions and simple equations
5 lessons

Sets

Sets and subsets, the operations ∪, ∩, ∖ and the complement, counting with Venn diagrams, and Cartesian products.

  • Sets, elements and subsets
  • Operations on sets
  • Counting with Venn diagrams
  • Cartesian product
4 lessons

Discrete mathematics

Counting without listing: the sum and product rules, permutations and combinations, with and without repetition.

  • The sum and product rules
  • Permutations
  • Permutations with repetition
  • Combinations
  • Combinations with repetition
  • Which formula?
6 lessons

Probability

Equally likely outcomes, draws from urns, unions and intersections, conditional probability, total probability and Bayes.

  • Basic probability
  • Drawing from an urn
  • Union and intersection
  • Conditional probability
  • Total probability
  • Bayes’ theorem
6 lessons

Statistics

Frequencies and charts, two-way tables, mean, median and mode, variance and standard deviation, and how changes to the data move them.

  • Absolute and relative frequencies
  • Joint and conditional frequencies
  • Mean, median and mode
  • Central tendency from a frequency table
  • Variance and standard deviation
  • How changes to the data act
6 lessons

Problem solving

Word problems turned into equations: speed and work, mixtures and ratios, money and interest, and the strategies that save time on a multiple-choice test.

  • From words to equations
  • Speed and work
  • Mixtures and ratios
  • Money problems
  • Exam strategies
5 lessons
11 questions in the exam

Reading comprehension

3 topics

How to read a passage

Read with a purpose, map the paragraphs and answer every question from a line of the text.

  • Reading strategy and question types
1 lessons

Locating information

Questions answered by the right line: details, statements to check, sequences and words in context.

  • Detail questions
  • True, NOT and EXCEPT questions
  • Sequences of events
  • Words and expressions in context
4 lessons

Meaning and argument

The main point, what follows from the text, why the author says what they say, and how to apply rules.

  • Main idea and best title
  • Inference
  • Author’s purpose and attitude
  • Argument structure
  • Applying rules and definitions
5 lessons
6 questions in the exam

Numerical reasoning

3 topics

Tables

Find the right cell, mind the unit, and turn percentages into counts before combining them.

  • Reading a table
  • Percentages from data
  • Shares and totals
3 lessons

Charts

Bar, line, pie, stacked and less common charts read as tables in picture form.

  • Bar and line charts
  • Pie, stacked and 100% charts
  • Scatter, waterfall and pyramid charts
3 lessons

Working with data

Change over time, rates per person, and quick estimates that eliminate options.

  • Growth, index numbers and rates
  • Estimation and elimination
2 lessons
9 questions in the exam

Critical thinking

4 topics

Deduction

Chains, conditionals, quantifiers and Venn diagrams: what follows from premises, and what does not.

  • Chains of premises
  • If–then statements
  • All, some, none and negation
  • Reasoning with Venn diagrams
4 lessons

Logic puzzles

Orderings, truth and lies, matchings, counting puzzles and questions of sufficient information.

  • Ordering and seating puzzles
  • Truth-tellers and liars
  • Matching puzzles
  • Counting puzzles
  • Sufficient information
5 lessons

Arguments

What an argument assumes, what strengthens or weakens it, and the common flaws.

  • Hidden assumptions
  • Strengthen and weaken
  • Common flaws
3 lessons

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Take the free diagnostic to see where this topic sits against the other 47, then work through the question bank.

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