DSE M1 Exam Format and Time Management
The DSE M1 paper lasts 2 hours 30 minutes and carries 100 marks: Section A has 8 to 12 short questions (50 marks) and Section B has 3 to 5 long questions (50 marks). All questions are compulsory. That is 1.5 minutes per mark, so a 7-mark question deserves about 10 minutes.
A Time Plan That Leaves Room to Check
150 minutes for 100 marks is 1.5 minutes per mark. Spending a little less on Section A buys checking time at the end:
- Section A: about 65 minutes (roughly 1.3 minutes per mark). These are routine: a binomial expansion with
eˣ, a tangent, a rate of change, a substitution, a binomial or Poisson probability, a normal probability, a confidence interval. - Section B: about 70 minutes. Three to five long questions that build through parts (a), (b), (c), often mixing a model with calculus or several distributions in one context.
- Checking: about 15 minutes. Run the ten-second checks on the common mistakes page.
These numbers are a starting plan, not a rule. Adjust them after timing yourself on a full paper.
Reading Long Statistics Questions
- Name the variable and its distribution before calculating: "Let X be the number of … in 2 hours;
X ~ Po(5)." - Underline the condition. "Given that", "at least", "more than" and "at most" change the answer.
- Watch for a change of distribution. A long question often turns a Poisson or normal probability into the p of a binomial distribution in the next part.
- Use the given result. If part (a) says "show that …" and you cannot, use the stated value in part (b).
- Move on at the time limit. Marks at the start of the next question are easier than the last mark of this one.
Frequently Asked Questions
2 hours 30 minutes, for a single paper of 100 marks divided equally between Section A and Section B.
Section A has 8 to 12 short questions and Section B has 3 to 5 long questions. All of them have to be answered; there is no choice of questions.
Yes. The paper includes a standard normal distribution table giving A(z), the area under the curve between 0 and z.