Near Akersloot you are driving 50 km/h on a road outside the built-up area. How many metres is the minimum 2-second distance per the book's rule of thumb?
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Correct answer: 27.5 m
Correct: 27.5 m (±2.5).
What the exam asks here: Many learners think '2 seconds' is literally written into the law as a fixed number.
Many learners think: The law literally prescribes '2 seconds' as the minimum following distance.
The rule is: The legal rule is open: 'be able to bring the vehicle to a stop within the distance you can see and that is clear.' No number appears in the law; '2 seconds' is the book's practical rule of thumb
Many learners think '2 seconds' is literally written into the law as a fixed number. That is not correct: the law itself only says you must be able to stop within the distance you can see and that is clear. The 2-second rule is the book's practical rule of thumb for putting that open legal norm into practice.
Fixed-point method: as soon as the car ahead passes a fixed point (e.g. a marker post), you start counting; if you reach that point before you count to 2 seconds, you are following too closely (Book p.123). In metres: divide the speed in km/h by 2 and add 10% — at 80 km/h that is 44 m.
You must be able to bring your vehicle to a stop within the distance you can see and that is clear. There is no exact number written in the law. The book translates that open norm into a practical rule of thumb: at least 2 seconds of following distance (Book p.123). You check this using the fixed-point method: as soon as the car ahead passes a clear marker (a post, lamppost, bridge pillar), you count out loud until you reach that same point. If you want this expressed in metres, the book gives a rule of thumb: divide the speed in km/h by 2 and add 10%. At 50 km/h: (50:2)+10% = 27.5 m. At 80 km/h: (80:2)+10% = 44 m. At 100 km/h: (100:2)+10% = 55 m.
On the N242 near Obdam, where traffic during rush hour often brakes abruptly, the fixed-point method is the one check you always have on hand — no radar, no app. And anyone who thinks the law literally requires '2 seconds' can get an exam question about the open norm itself wrong: the 2 seconds are a rule of thumb, not a law article.
On the N242 near Opmeer the car ahead passes a noise-barrier post. You count until you reach that same post and get to 1.5 seconds. What does this mean?
Explain: what does the law itself say about following distance, what does the 2-second rule add to that, and how do you correctly apply the fixed-point method?
Fixed point, count to 2. Less than 2 sec. = too close. In metres: (speed:2)+10% — 80 km/h = 44 m. Not literal law text, but still the minimum.
On the N242 near Obdam you are driving 100 km/h behind a delivery van. How do you check, without any equipment, whether you keep at least 2 seconds of distance?
Fixed-point method: as soon as the car ahead passes a fixed point (e.g. a marker post), you start counting; if you reach that point before you count to 2 seconds, you are following too closely (Book p.123). In metres: divide the speed in km/h by 2 and add 10% — at 80 km/h that is 44 m.
Correct answer: 27.5 m
Correct: 27.5 m (±2.5).
Correct answer: No fixed number: I must be able to stop within the clear road I can see ahead
False — a safe distance grows with your speed. The law names no fixed distance; with the rule of thumb (speed divided by 2, plus 10%) it is 27.5 m at 50 km/h and 55 m at 100 km/h
Why learners get this wrong: The law literally prescribes '2 seconds' as the minimum following distance.
Correct answer: False
Why learners get this wrong: With the fixed-point method, you start counting as soon as you yourself reach the point, not when the car ahead passes it.
Correct answer: About 27.5 m at 50 km/h and 55 m at 100 km/h
False — you make the distance four times as large. The 2-second distance is time times speed: twice as fast is twice as many metres, so 55 m at 100 km/h, not 110 m.
Why learners get this wrong: If you drive twice as fast, the 2-second distance in metres becomes four times as large.
Correct answer: 55 m
Correct: 55.0 m (±4.0).
Correct answer: Start counting as soon as the car ahead passes the post; stop as soon as you reach the post
Why learners get this wrong: With the fixed-point method, you start counting as soon as you yourself reach the point, not when the car ahead passes it.

Correct answer: Brake
Correct choice: brake — the car ahead braking suddenly (1.4 m away, ~0.1 s to contact) is in your path; releasing the accelerator or doing nothing leaves too little room.
Why learners get this wrong: Releasing the accelerator is not enough here: the car ahead braking suddenly — 1.4 m away, ~0.1 s to contact. Only braking keeps you clear of the hazard (stop within the distance you can see to be clear).
Correct answer: You are following too closely — less than the minimum 2 seconds
The law names no number at all; 2 seconds is the book's rule of thumb, and 1.5 seconds is less than that minimum
Why learners get this wrong: The law literally prescribes '2 seconds' as the minimum following distance.
Correct answer: True
The legal rule is open: 'be able to bring the vehicle to a stop within the distance you can see and that is clear.' No number appears in the law; '2 seconds' is the book's practical rule of thumb
Why learners get this wrong: The law literally prescribes '2 seconds' as the minimum following distance.
Correct answer: With the fixed-point method, you start counting as soon as you yourself reach the point, not when the car ahead passes it.
'if the car ahead of you passes a marker post, you count how long it takes before you yourself reach that post.' Counting starts with the car ahead, not with yourself
Why learners get this wrong: The safe following distance in metres is a fixed number regardless of your speed — for example always around 30 metres.
No. The legal rule is open: 'be able to bring the vehicle to a stop within the distance you can see and that is clear.' No number appears in the law; '2 seconds' is the book's practical rule of thumb
No. 'if the car ahead of you passes a marker post, you count how long it takes before you yourself reach that post.' Counting starts with the car ahead, not with yourself
No. The rule of thumb is (speed:2)+10%, so it depends on speed: 27.5 m at 50 km/h, 44 m at 80 km/h, 55 m at 100 km/h. Not a fixed number
No. The 2-second distance is time times speed (rule of thumb: speed divided by 2, plus 10%): 27.5 m at 50 km/h, 55 m at 100 km/h — twice as fast is twice as many metres, not four times