VWO Wiskunde B

A written paper of constructed-response questions. You receive a formula sheet and may use a permitted graphical calculator. Each question is broken into sub-parts, and you must write down the steps of your reasoning; the marking scheme awards points for correct method, not only for the final answer.

Those figures are set per cohort and published by the official examining body, CvTE. Check its site and the syllabus for your year, because the number of questions, the duration, and the weighting of the central examination against the schoolexamen can change between cohorts.

Considerably more algebraic and proof-oriented. Wiskunde A leans on statistics and realistic modelling; B demands fluency with calculus, trigonometric identities, and exact manipulation. Candidates who coast on formula recall usually struggle, because B questions routinely require combining two techniques in one problem.

Retakes exist in the Dutch system, but the rules on which subjects may be retaken, when, and how the new grade combines with the schoolexamen are set by the official body and your school. Confirm the current arrangements with your school's examination secretary rather than relying on what a previous cohort did.

Not writing the reasoning. A correct answer with no intermediate steps can score very little, while a flawed answer with a clear, correct method often earns most of the points. Train yourself to write the equation, the substitution, and the conclusion as separate visible lines, even when the answer is obvious.

Algebraic manipulation and function theory first, since everything else depends on them; then differentiation, then integration, then trigonometry and exponentials/logarithms. Geometry and proof deserve their own regular slot rather than being crammed at the end, because proof technique improves only through repeated practice.

It handles numerical solving, intersections, and definite integrals, which saves time on modelling questions. It does not replace exact algebra: questions often ask for an exact answer or an algebraic derivation, where a decimal from the calculator earns nothing. Practise deciding quickly which route a question demands.

Do them closed-book and timed, then mark them yourself against the official marking scheme, counting method points you missed as well as wrong answers. Keep a list of recurring error types, for example sign errors in substitution or forgetting to check domain restrictions, and re-test those specific skills a week later.

Some, yes. A formula sheet is provided, but it does not cover everything you are expected to know, and recognising when a formula applies is the real skill. Learn the standard derivatives, integrals, and trigonometric identities well enough to use them without hunting through the sheet mid-question.

No. This is independent study material written for candidates preparing on their own. Always treat the official syllabus and the examining body's published documents as authoritative, and use practice material like this to build fluency, not as a substitute for the binding specification.