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Course profile

Quantitative Reasoning

Short-form quantitative reasoning for technical admissions, analytical work and disciplined problem solving.

  • Reasoning
  • Admissions Prep
  • Quantitative
  • Foundation

Course facts

Offered byGordon Institute Open School
Academic leadGordon AI Tutor
LevelFoundation
FormatOnline · Self-paced
Expected study8–12 hours
LanguageEnglish
PrerequisitesSecondary-school mathematics
AssessmentExercises and final assessment
RecognitionCertificate of completion
Last reviewedSeptember 2026

Overview

Many technical selection problems test reasoning more than memorized mathematics. This course trains learners to translate compact questions into equations, inequalities, estimates and logical constraints.

The course uses short problems involving ratios, probability, functions, data interpretation and modelling. The goal is to build speed without sacrificing the discipline of stating assumptions.

The material also serves as preparation for technical-track assessments used within the Gordon and SIAI ecosystem.

Fast calculation is useful, but the principal objective is to make the structure of a quantitative problem explicit.

Learning objectives

By the end of the course, learners should be able to:

  • translate verbal conditions into mathematical relationships;
  • estimate quantities and check orders of magnitude;
  • reason with ratios, rates and conditional probabilities;
  • interpret small tables and charts accurately;
  • identify hidden assumptions in quantitative questions;
  • explain a solution clearly enough that another reader can audit it.

Intended participants and prerequisites

Intended participants

  • applicants preparing for technical-track assessments;
  • students who want to sharpen quantitative reasoning;
  • professionals preparing for analytical interviews;
  • learners returning to mathematics after a long break.

Prerequisites

Secondary-school mathematics.

The course is designed for independent online study. Learners should be prepared to check assumptions, reproduce key reasoning and complete the final assessment rather than treat the material as passive reading.

Course structure

The course is organised into six units. Each unit combines concise explanation, worked examples and short analytical exercises.

UnitSubjectPrincipal questions
1TranslationHow can verbal conditions be turned into equations and constraints?
2Rates and ratiosHow should quantities with different units and scales be compared?
3ProbabilityHow do base rates and conditional information change an answer?
4EstimationHow can approximate answers be built from limited information?
5Data interpretationWhat conclusions are and are not supported by a small dataset or chart?
6Timed reasoningHow can speed improve without losing transparency and error checking?

Teaching and assessment

Teaching is delivered through concise lectures, technical notes, worked examples and guided exercises. AI-supported interaction may be used to explain concepts, generate additional practice and challenge a learner's reasoning, but assessment remains based on the learner's demonstrated understanding.

ComponentPurposeWeight
Short exercisesCheck understanding of the principal concepts40%
Applied investigationUse the course framework on a new problem or dataset30%
Final assessmentIntegrated reasoning across the course30%

A certificate of completion is issued only when the required assessments have been completed at the stated standard. Participation alone does not constitute completion.

Faculty

Gordon AI Tutor

AI course tutor created by professors at Gordon School of Business at Swiss Institute of Artificial Intelligence (SIAI)

Gordon AI Tutor is designed to support structured explanation, guided questioning and practice across Gordon courses. The tutor follows course materials and assessment logic developed by faculty and is intended to supplement, not replace, academic judgment.

Materials and technical requirements

Learning environment

Learners need a current web browser and access to the Gordon learning platform. Where a course uses code, spreadsheets, datasets or external readings, the relevant requirements are identified inside the unit.

Course materials

Required readings, datasets and practice materials are identified within each unit. Public courses are designed so that required core materials can be accessed without a separate tuition charge.

Continue to the course

Enter the learning platform to access the lectures, readings, exercises and assessments for this course.