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PRACTICE EXAMS & STUDY PLANNING

Create a practice exam: learning goals, questions and marking

A useful practice exam is more than a collection of difficult questions. It connects course content to clear learning goals and answers you can meaningfully review. Use it to identify which steps you can already complete and what needs more practice. The process below supports your own study planning. It does not predict real exam questions or provide an official assessment.

1. Turn course topics into observable learning goals

Gather the available topic list, course notes, exercises and guidance on the exam format. Separate confirmed requirements from your assumptions. Instead of “know chapter 3”, describe an action you can observe: explain a concept, complete a calculation or justify a decision using a model.

Make a short mapping of topic, learning goal and suitable question. Mark any content you deliberately leave out. This shows whether your practice exam covers the intended material or has drifted towards testing only your favourite topics.

2. Choose the format to fit the goal

Decide what you want the answer to demonstrate before choosing its format. A familiar question type helps only if it tests the relevant ability. If the real exam format is unknown, label your chosen format as a study decision rather than an expectation about the exam.

Possible choices for study planning
Learning goalSuitable practice format
Explain a concept clearlyA short open answer with an original example.
Apply a procedureA calculation showing intermediate steps.
Justify a decisionA short case with limited information and a clear decision to make.
Identify limitationsReview a proposed solution and explain one limitation.

3. Allocate time and marks before writing

Set an overall time budget and reserve time for reading and checking. The blueprint below is a freely chosen illustration: 60 minutes in total, including 5 minutes to read and 5 minutes for a final check. The remaining 50 minutes cover four questions. The 100 marks form an internal practice scheme.

Illustrative blueprint — not a university requirement
Question / learning goalWorking timeMarks
1. Explain a basic concept10 minutes20
2. Apply a procedure15 minutes30
3. Develop a reasoned case solution20 minutes40
4. Explain a limitation5 minutes10
Total question time50 minutes100

4. Write questions without hidden requirements

Each question needs a clear instruction, the necessary information and an understandable expectation. “Discuss the model” is vague. “State two assumptions of the model and explain one limitation using the case” makes the required work more concrete.

For calculations, specify units, rounding rules and permitted tools. Check whether every part can be answered using the supplied material. Keep model answers and hints separate from the question sheet so they do not quietly shape your first attempt.

5. Prepare the marking scheme in advance

Write down how marks are earned for each part. In the illustrative 40-mark case, you could allocate 10 marks for appropriate concepts, 20 for reasoned application and 10 for limitations. Explain which intermediate steps earn credit and which alternative approaches are acceptable.

Give credit for a clear method as well as the final result. Distinguish subject errors, missing explanations and presentation issues in your feedback. Without an official answer key, your scheme remains a reasoned practice assessment; do not turn it into a supposedly certain university grade.

6. Check a worked question and its marking scheme

Fictional descriptive-statistics exercise: “Five observations are 2, 3, 3, 4 and 18. Calculate the mean and median. In one sentence, explain why they differ here. No aids; five minutes; ten practice marks.”

Answer: the mean is (2 + 3 + 3 + 4 + 18) / 5 = 6. The median is the middle sorted observation, which is 3. The large observation of 18 pulls the mean upwards; the median depends on the middle position. The task therefore tests calculation and interpretation.

Illustrative marking scheme for ten practice marks
Demonstrated workMarks
Shows the sum and division by five2
Correctly states a mean of 62
Correctly identifies the sorted middle observation, 32
Explains the difference using the large observation and the middle position4

7. Turn the result into a study plan

A revised question reveals more than repeating a memorised answer. Keep questions, marking notes and study observations together. This Skriptovia editorial guide and all the sample plans shown here are intended solely for learning and planning.

  • Complete the questions under the conditions you set in advance.
  • Record time pressure, uncertain terms and unfinished approaches.
  • Connect errors to a topic or a specific step in the method.
  • Practise uncertain steps again using changed questions.
  • Later, check whether you can explain the method without the answer key.

Sources and editorial approach

These university resources explain the working principles discussed here. Skriptovia created the examples, checklists and explanations; the universities are not partners or reviewers of this article.

  • Carnegie Mellon University · Eberly CenterCreating Exams

    Covers matching questions to learning goals, clear instructions and realistic time budgets.

  • Carnegie Mellon University · Eberly CenterCreating and Using Rubrics

    Explains criteria and described performance levels for useful, transparent feedback.

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