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CIMA F1 Exam Syllabus Topics:

CIMA Financial Reporting Sample Questions:

1. Which of the following methods could be used by a tax authority to reduce tax evasion and avoidance?

A) Increase tax rates to compensate for losses due to evasion.
B) Reduce penalties for avoidance.
C) Reduce requirements to have tax returns audited.
D) Simplify the tax structure, minimizing allowances and exemptions.

2. Which of the following correctly identifies the order of the steps involved in the development of an International Financial Reporting Standard prior to it being issued?

A) Issue a discussion document, then issue an exposure draft and then set up an advisory committee.
B) Set up an advisory committee, then issue a discussion document and then issue an exposure draft.
C) Issue an exposure draft, then set up an advisory committee and then issue a discussion document.
D) Set up an advisory committee then issue an exposure draft and then issue a discussion document.

3. The United Kingdom (UK) uses a principle based approach to corporate governance which means:

4. Which of the following are techniques that can be used by a company to ensure they receive timely payment of receivables? Select ALL that apply:

A) Offering cash or early payment discount
B) Assessing credit risk of customers before they are given credit
C) Offering extended credit to return customers
D) Charging interest on late payments
E) Offering free items

5. An entity opens a new factory and receives a government grant of $25,000 towards the cost of new plant and equipment. This new plant and equipment originally costs $100,000.
The entity uses the net cost method allowed by IAS 20 Accounting for Government Grants and Disclosure of Government Assistance to record government grants of this nature. All plant and equipment is depreciated at
20% a year on a straight line basis.
Calculate the amount of depreciation to be included for this plant and equipment in the statement of profit of loss for the factory's first year of operation.
Give your answer to the nearest whole $.

Solutions: