A Level Business Worksheets
Choose from 23 A Level Business worksheet packs, covering 104 printable pages. This view is for finding a focused sheet to print: each PDF keeps one topic together and ends with its own full mark scheme.
How to use these worksheets
- Pick one skill that matches the lesson or the gap you have found. Open the pack page first if you want to check the level and length before using paper.
- Print the PDF and set a clear stopping point. A single focused A Level Business sheet usually gives better evidence than a long mixed booklet when you are checking whether one method is secure.
- Mark it with the scheme at the back. Keep the questions that were missed, write down the reason, then return to that skill with a new pack instead of repeating answers the student already knows.
A business is choosing between launching Product A, which costs 100,000 pounds, with a 0.6 probability of high sales generating revenue of 400,000 pounds and a 0.4 probability of low sales generating revenue of 150,000 pounds, or launching Product B, which costs 60,000 pounds, with a 0.7 probability of high sales generating revenue of 250,000 pounds and a 0.3 probability of low sales generating revenue of 90,000 pounds. Use decision tree analysis to recommend which product to launch.
- Check probabilities: Product A, 0.6 + 0.4 = 1. Product B, 0.7 + 0.3 = 1. Both valid.
- Expected value of Product A's outcomes: (0.6 x 400,000) + (0.4 x 150,000) = 240,000 + 60,000 = 300,000 pounds.
- Net gain of Product A: 300,000 - 100,000 (the launch cost) = 200,000 pounds.
- Expected value of Product B's outcomes: (0.7 x 250,000) + (0.3 x 90,000) = 175,000 + 27,000 = 202,000 pounds.
- Net gain of Product B: 202,000 - 60,000 (the launch cost) = 142,000 pounds.
- Compare: 200,000 pounds is greater than 142,000 pounds, so the quantitative recommendation is to launch Product A, though a full answer should also weigh how reliable the 0.6/0.4 probability estimates are.
Free for personal and classroom use - see copyright & terms. Every pack ends with its full mark scheme.
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