1) Understand the three Case Study levels.
Each Case Study exam lasts three hours, with multiple tasks of equal lengths. There is a natural progression to the levels — Operational, Management and Strategic — that simulate how work as a management accountant progresses. To reach the Case Study level, you will have already passed the Objective Tests, which focus on ensuring that you have acquired the knowledge and skills for each pillar. Case Study exams are more about interpreting data and require practical answers to practical questions and simulate real-life business scenarios.
Operational Case Study (OCS)
- Focus — The short-term role of the finance officer and the implementation of decisions
- Skills you need to convey — How to work with others in the organisation and use appropriate data and technology to translate medium-term decisions into short-term actionable plans
- Stats — Three-hour exam containing four tasks related to the enterprise, performance, and financial pillars; allotted 45 minutes per task, each task has two to three sub-tasks
Management Case Study (MCS)
- Focus — The role of the finance manager involves translating long-term decisions into medium-term plans
- Skills you need to convey — How to use data and relevant technology to manage organisational and individual performance; allocate resources to implement decisions; monitor and report the implementation of decisions; prepare and interpret financial statements to show performance
- Stats — Three-hour exam containing four tasks related to the enterprise, performance, and financial pillars; allotted 45 minutes per task, each task has two to three sub-tasks
Strategic Case Study (SCS)
- Focus —The role of the senior finance manager entails long-term strategic decision-making
- Skills you need to convey — How to support organisational leaders to craft strategy and evaluate and manage risks that might prevent the successful implementation of strategy, including sourcing financial resources; value the organisations
- Stats — Three-hour exam containing three tasks related to the enterprise, performance, and financial pillars; allotted 1-hour per task, each task has two to three sub-tasks
2) Understand the Case Study exam cycle.
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)
- Preseen — Released seven weeks before Exam 1
- Exam 1 — Exam cycle is May and August. The same three to four exam variants are offered both months.
- Results — Released seven weeks after the exam
- Preseen — Released seven weeks before Exam 2
- Exam 2 — Exam cycle is November and February. The same three to four exam variants are offered both months.
- Results — Released seven weeks after the exam
Copyright: BPP
3) Understand the pre-seen materials.
Pre-seen materials — known as ‘preseens’ — are background information about the fictitious organisation featured in the Case Study exam. This information forms the basis of the tasks you can expect to see in the exam. The preseen tells the story of the company, including the industry and context in which it operates, its financial statements, management accounts, markets and competitors. Preseens are usually 26–30 pages long. Key tips include:
- Be ready — Familiarise yourself with the company, industry and current events.
- Analyse — Perform an analysis such as strengths, weaknesses, opportunities and threats (SWOT) or political, economic, social and technological (PEST); review financial statements and reporting issues. The end of the preseen will contain live issues regarding what is happening in the industry. For instance, a new standard may have come out that will change reporting standards from the current year to the next and that the Case Study exam must address.
- Cross-reference with the blueprint — Being able to know what you can do is critical. Can you discuss finance options, dividend policy or evaluate digital strategies?
Tackling “I can” from each of the core activities in each of the sections is necessary for success. For instance:
- I can identify relevant costs and benefits.
- I can advise on the communication process.
- I can recommend a dividend policy.
- I can use appropriate technologies to gather data for costing purposes, from digital and other sources.
Have a broad syllabus knowledge and know your company intrinsically. You become the person when you role-play the exam. Avoid prefabricated answers, as the exam will have details not included in the preseens. Your answers have to be relevant to the question.
4) Plan your exam approach.
- Manage your time — If you can complete a section early, that time does not get applied to the next section. We suggest spending all of your allotted time within the section.
- Keep your answers real and relevant — Remember this is a role-based exam; identify one or more factors that might be relevant, then explain why that approach would be relevant. The more tangible details you provide, the higher you are likely to score. Do not offer irrelevant arguments for the sake of padding your answers. Aim for neat, discreet paragraphs.
- Understand the scoring — People mark the exams, and the pass rate is 60%. Even though a scale is scored 80 out of 150, 60% is the pass rate. The sub-tasks will be weighted differently. Each case will contain tasks from all five of the core activities:
Evaluate opportunities to add value.
- Implement senior management decisions.
- Manage performance and costs to aid value creation.
- Measure performance.
- Manage internal and external stakeholder.
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)
Copyright: BPP
“For a 12-mark answer, it might be possible to identify, say, four issues. A candidate who aims to write about four topics only has to score three marks for each to obtain full marks.” – MCS Examiner
You have all the tools you need to do well on the CIMA Case Study exams. From all of us at the Association, we wish you the very best for your next Case Study exam.
The content of this article is based on a Case Study Masterclass webinar delivered by CIMA and BPP in November 2020.