Crash Course + All-Subject Prep

Join our focused 2-day crash course designed for students preparing for the TU Delft Computer Science and Engineering Cognitive Skills Test. This course provides in-depth coverage of Systematic Reasoning & Logical Thinking and Algorithmic & Computational Thinking, with comprehensive theory, practical tips, and problem-solving techniques to help you succeed in the entrance test.

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Dates: February 24th and 25th

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Timing:

Sessions are conducted from 9:00 AM to 5:00 PM CEST.

Lunch breaks are scheduled from 12:30 PM to 1:00 PM.

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Course Breakdown:

• Intensive Learning: Over two days, the course focuses on Systematic Reasoning & Logical Thinking and Algorithmic & Computational Thinking, providing thorough coverage of key topics, examples, and strategies that are crucial for the entrance test.
• Interactive Q&A: Each day features a dedicated Q&A session, offering students the opportunity to ask questions and clarify any doubts.
• Customized Content: Prior to the course, we will reach out to participants to collect specific questions or challenges they are facing. This feedback will be used to tailor the course content to address the most relevant topics.

Additional Information:

All course materials, including recorded sessions and supplementary notes, will be available online for registered students after the course.

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Practice your Mathematics skills for the TU Delft Computer Science and Engineering Cognitive Skills Test with exams that cover key topics such as functions, calculus, and trigonometry. Each practice exam is automatically graded, and step-by-step solutions are provided to help you understand how to solve each problem.

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The math practice exams include questions on the following topics:

• Functions and Graphs: recognition and drawing of polynomial functions, root functions, power functions, logarithmic functions, analyze and draw transformations of these standard functions, determine limits, domain, range, asymptotes and symmetry points, inverse functions
• Algebraic Solving: isolating variables in an expression, rearrange expressions into simplified form, find roots of functions with factorization, solve system of linear equations
• Differential Calculus: derivatives of standard functions, application of product/quotient/chain rule, first and second derivative and analyzing local maximums and minimums and local concave and convex behavior, inflection points, solve optimization problems
• Integral Calculus: limits of integration, definite/indefinite integrals, calculate integral of standard functions, determining surface area, volume of a solid revolution, arc length and mean value of a function
• Trigonometry: functions such as sin(x), cos(x), tan(x), unit circle, exact values of basic trigonometric functions for multiples of angles in the first quadrant, application of the Pythagorean identity, sum and difference identities, double angle formulae
• Geometry: calculate surface and perimeter of two dimensional shapes, calculate volume and surface area of three dimensional objects, determination of lengths and angles with properties of lines, triangles, and quadrilaterals, formulate equations for lines and circles, intersections between lines and circles, distance between points, lines and circles
• Vectors: determine length and direction of vectors, decompose vectors, dot product of two vectors, calculation of angles and distances between vectors, solve problems involving velocity, and acceleration of a point whose path is described by a time-dependent vector representation
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