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Lynn Van den Broeck, Marc Coppens, Guy Durinck, Pedro Vynck, Dimitri Coppens, and Stijn Luca

We kunnen (en willen) er niet rond: wiskunde speelt een sleutelrol in veel opleidingen. Vaak vormt wiskunde dan ook de taal om complexe fenomenen te omschrijven. Het is dan ook zeer belangrijk om de vereiste kennis op te frissen of grondig te bestuderen voor je met een opleiding start. Deze MOOC is geheel vrijblijvend en niet-bindend om te starten met een opleiding.

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We kunnen (en willen) er niet rond: wiskunde speelt een sleutelrol in veel opleidingen. Vaak vormt wiskunde dan ook de taal om complexe fenomenen te omschrijven. Het is dan ook zeer belangrijk om de vereiste kennis op te frissen of grondig te bestuderen voor je met een opleiding start. Deze MOOC is geheel vrijblijvend en niet-bindend om te starten met een opleiding.

What you'll learn

● Basis principes van wiskunde
● Stap voor stap een wiskundige redenering opbouwen
● Opfrissing van de nodige leerstof uit het secundair onderwijs

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What's inside

Syllabus

● Module 1: Elementaire rekenvaardigheden A ● Module 2: Elementaire rekenvaardigheden B ● Module 3: Goniometrie en complexe getallen ● Module 4: Oppervlakteberekeningen, inhoudsberekeningen en analytische meetkunde ● Module 5: Vergelijkingen, ongelijkheden, stelsels en matrices ● Module 6: Afgeleiden en integralen

Good to know

Know what's good
, what to watch for
, and possible dealbreakers
Helpt studenten de nodige wiskundige basis op te frissen en te versterken
Geschikt voor studenten die hun wiskundige kennis willen herhalen of verbeteren voordat ze aan een opleiding beginnen
Biedt stapsgewijze opbouw van wiskundige redeneringen
Omvat essentiële wiskundige concepten zoals elementaire rekenvaardigheden, goniometrie en complexe getallen
Geeft een overzicht van matrices, vergelijkingen en ongelijkheden, afgeleiden en integralen
Docenten zijn experts in wiskunde en ingenieurswetenschappen

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Activities

Be better prepared before your course. Deepen your understanding during and after it. Supplement your coursework and achieve mastery of the topics covered in Wiskunde voor (startende) studenten with these activities:
Volgen van online wiskundelessen
Vul je kennis aan door online video's of tutorials te volgen over wiskundige concepten.
Show steps
  • Zoek online tutorials of video's over specifieke wiskundige onderwerpen.
  • Bekijk de tutorials in je eigen tempo.
  • Maak notities of stel vragen om je begrip te vergroten.
Review calculus basics
Strengthen your understanding of calculus concepts for a smoother transition into the course.
Browse courses on Differential Calculus
Show steps
  • Review the concepts of limits, derivatives, and integrals.
  • Practice solving basic calculus problems.
  • Recall the applications of calculus in real-world scenarios.
Review elementary algebra
Review the basics of algebra to strengthen your foundation before starting the course.
Show steps
  • Review the order of operations (PEMDAS).
  • Practice solving simple algebraic equations.
  • Review the concept of variables and constants.
Nine other activities
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Show all 12 activities
Studiegroep met medestudenten
Versterk je begrip door wiskundige concepten te bespreken met medestudenten.
Show steps
  • Vorm een studiegroep met medestudenten uit de cursus.
  • Plan regelmatige bijeenkomsten om samen te werken aan opdrachten.
  • Bespreek wiskundige problemen en concepten.
Watch video tutorials
Seek out video tutorials to supplement your learning and clarify complex topics.
Show steps
  • Identify video tutorials that align with the course material.
  • Take notes and pause the videos to enhance understanding.
  • Review the videos multiple times for reinforcement.
Studeergroep voor wiskunde
Biedt een ondersteunende omgeving om samen wiskundige concepten te leren en te bespreken.
Show steps
  • Vind of vorm een studeergroep met andere studenten.
  • Kom regelmatig bijeen om wiskunde te bespreken.
  • Werk samen aan problemen en deel kennis.
  • Moedig elkaar aan en ondersteun elkaar.
Solve practice problems
Regularly engage in solving practice problems to reinforce your understanding of mathematical concepts.
Show steps
  • Access practice problems from textbooks, online resources, or the course platform.
  • Set aside dedicated time for solving problems.
  • Review your solutions and identify areas for improvement.
Join a study group
Collaborate with peers in a study group to discuss concepts, solve problems, and provide support.
Show steps
  • Find or create a study group with classmates.
  • Set regular meeting times and establish a study schedule.
  • Take turns leading discussions and presenting solutions.
Workshop over wiskundige probleemoplossing
Geeft je hands-on ervaring in het oplossen van wiskundige problemen.
Show steps
  • Zoek naar workshops die gericht zijn op wiskundige probleemoplossing.
  • Schrijf je in voor een workshop.
  • Neem actief deel aan de workshop.
  • Pas de geleerde technieken toe op je eigen wiskundige problemen.
Maak een samenvatting van wiskundige concepten
Helpt je de belangrijkste wiskundige concepten te begrijpen en te onthouden.
Show steps
  • Herzie de cursusmaterialen.
  • Identificeren de belangrijkste concepten.
  • Vat deze concepten samen in je eigen woorden.
  • Deel je samenvatting met anderen.
Wiskundige concepten uitleggen
Verdiep je begrip door wiskundige concepten uit te leggen aan jezelf of anderen.
Browse courses on Matrices
Show steps
  • Kies een wiskundig concept uit de cursus.
  • Schrijf een beknopte uitleg van het concept.
  • Maak een presentatie of video om je uitleg te illustreren.
Create a math portfolio
Compile a portfolio of your best work to showcase your mathematical skills and progress.
Show steps
  • Collect samples of your problem-solving, projects, and assignments.
  • Organize and present your work in a professional manner.
  • Reflect on your strengths and areas for growth.

Career center

Learners who complete Wiskunde voor (startende) studenten will develop knowledge and skills that may be useful to these careers:
Mathematics Teacher
A Mathematics Teacher teaches the foundations of mathematics to students. With a strong understanding of elementary rekenvaardigheden, goniometrie, and complexe getallen, one may have an easier time explaining these same concepts to their students. A deeper understanding of wiskundige redenering will also prove helpful, as this will better prepare a teacher to answer complex questions from their students.
Data Scientist
A Data Scientist collects, analyzes, and interprets data to help businesses make better decisions. This role requires a strong foundation in mathematics, including a deep understanding of probability, statistics, and linear algebra. The skills learned in Elementaire rekenvaardigheden, goniometrie, and complexe getallen will also prove helpful.
Software Engineer
A Software Engineer designs, develops, and maintains software applications. This role requires a strong foundation in mathematics, including a deep understanding of data structures and algorithms. The skills learned in Elementaire rekenvaardigheden, goniometrie, and complexe getallen will also prove helpful when working with complex software systems.
Quantitative Analyst
A Quantitative Analyst uses mathematical and statistical models to analyze financial data. This role requires a strong foundation in mathematics, including a deep understanding of probability, statistics, and calculus. The skills learned in Elementaire rekenvaardigheden, goniometrie, and complexe getallen will also prove helpful.
Actuary
An Actuary uses mathematical and statistical models to assess risk. This role requires a strong foundation in mathematics, including a deep understanding of probability, statistics, and calculus. The skills learned in Elementaire rekenvaardigheden, goniometrie, and complexe getallen will also prove helpful.
Financial Analyst
A Financial Analyst uses mathematical and statistical models to analyze financial data. This role requires a strong foundation in mathematics, including a deep understanding of probability, statistics, and calculus. The skills learned in Elementaire rekenvaardigheden, goniometrie, and complexe getallen will also prove helpful.
Operations Research Analyst
An Operations Research Analyst uses mathematical and statistical models to analyze and solve business problems. This role requires a strong foundation in mathematics, including a deep understanding of probability, statistics, and calculus. The skills learned in Elementaire rekenvaardigheden, goniometrie, and complexe getallen will also prove helpful.
Statistician
A Statistician uses mathematical and statistical models to collect, analyze, and interpret data. This role requires a strong foundation in mathematics, including a deep understanding of probability, statistics, and calculus. The skills learned in Elementaire rekenvaardigheden, goniometrie, and complexe getallen will also prove helpful.
Market Researcher
A Market Researcher collects, analyzes, and interprets data to help businesses understand their customers. This role requires a strong foundation in mathematics, including a deep understanding of probability, statistics, and linear algebra. The skills learned in Elementaire rekenvaardigheden, goniometrie, and complexe getallen will also prove helpful.
Business Analyst
A Business Analyst uses mathematical and statistical models to analyze business data and make recommendations. This role requires a strong foundation in mathematics, including a deep understanding of probability, statistics, and linear algebra. The skills learned in Elementaire rekenvaardigheden, goniometrie, and complexe getallen will also prove helpful.
Economist
An Economist uses mathematical and statistical models to study the economy. This role requires a strong foundation in mathematics, including a deep understanding of probability, statistics, and calculus. The skills learned in Elementaire rekenvaardigheden, goniometrie, and complexe getallen will also prove helpful.
Financial Planner
A Financial Planner helps individuals and families plan for their financial future. This role requires a strong foundation in mathematics, including a deep understanding of probability, statistics, and calculus. The skills learned in Elementaire rekenvaardigheden, goniometrie, and complexe getallen will also prove helpful.
Insurance Analyst
An Insurance Analyst uses mathematical and statistical models to assess risk and set insurance premiums. This role requires a strong foundation in mathematics, including a deep understanding of probability, statistics, and calculus. The skills learned in Elementaire rekenvaardigheden, goniometrie, and complexe getallen will also prove helpful.
Risk Manager
A Risk Manager uses mathematical and statistical models to assess and manage risk. This role requires a strong foundation in mathematics, including a deep understanding of probability, statistics, and calculus. The skills learned in Elementaire rekenvaardigheden, goniometrie, and complexe getallen will also prove helpful.
Underwriter
An Underwriter uses mathematical and statistical models to assess risk and set insurance premiums. This role requires a strong foundation in mathematics, including a deep understanding of probability, statistics, and calculus. The skills learned in Elementaire rekenvaardigheden, goniometrie, and complexe getallen will also prove helpful.

Reading list

We've selected 17 books that we think will supplement your learning. Use these to develop background knowledge, enrich your coursework, and gain a deeper understanding of the topics covered in Wiskunde voor (startende) studenten.
Provides a comprehensive overview of discrete mathematics, a fundamental area of mathematics that underlies computer science and many other disciplines. It covers topics such as sets, relations, functions, graphs, trees, and Boolean algebra, with a focus on applications in computer science.
This textbook provides a comprehensive introduction to calculus, with a focus on early transcendentals. It covers topics such as limits, derivatives, integrals, and applications of calculus, with a clear and accessible writing style.
Provides a comprehensive introduction to linear algebra, with a focus on applications. It covers topics such as vectors, matrices, linear transformations, and eigenvalues and eigenvectors, with a focus on applications in science and engineering.
Provides a comprehensive introduction to mathematical methods used in physics and engineering, with a focus on applications. It covers topics such as vector analysis, complex variables, partial differential equations, and integral transforms, with a focus on applications in various fields.
Provides a comprehensive introduction to numerical analysis, with a focus on applications. It covers topics such as numerical linear algebra, numerical integration, and numerical differential equations, with a focus on applications in various fields.
Provides a comprehensive reference of mathematical formulas, tables, and data, with a focus on applications in science and engineering. It covers topics such as algebra, calculus, differential equations, and statistics, with a focus on providing quick and easy access to essential information.
Provides a comprehensive introduction to applied mathematics, with a focus on applications in various fields. It covers topics such as linear algebra, differential equations, and numerical analysis, with a focus on providing a solid foundation for further study in applied mathematics.
Provides a comprehensive introduction to mathematical methods used in engineering and physics, with a focus on applications. It covers topics such as vector analysis, complex variables, partial differential equations, and integral transforms, with a focus on applications in various fields.
Provides a comprehensive introduction to mathematics, with a focus on applications in engineering and science. It covers topics such as algebra, calculus, differential equations, and statistics, with a focus on providing a solid foundation for further study in engineering and science.
Provides a comprehensive introduction to mathematics, with a focus on applications in engineering. It covers topics such as algebra, calculus, differential equations, and statistics, with a focus on providing a solid foundation for further study in engineering.
Dit boek laat zien hoe wiskunde wordt gebruikt in de echte wereld, met voorbeelden uit de wetenschap, technologie, geneeskunde en het bedrijfsleven.

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