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From the following graph, estimate the net profit at when the number of covers sold is 8,000: 15 13 = Sales and costs (£0000's) 6 7 5 сл 3 1 Net loss 2 Break-even point Net profit Margin of safety 4 6 8 Number of covers (2000's) 01-£80,000 O 2. Cannot determine O 3. £40,000 ○ 4. £60,000 Sales 10 Total costs Variable costs Fixed costs 12

From the following graph, estimate the net profit at when the number of covers sold is 8,000: 15 13 = Sales and costs (£0000's) 6 7 5 сл 3 1 Net loss 2 Break-even point Net profit Margin of safety 4 6 8 Number of covers (2000's) 01-£80,000 O 2. Cannot determine O 3. £40,000 ○ 4. £60,000 Sales 10 Total costs Variable costs Fixed costs 12

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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From the following graph, estimate the net profit at when the number of covers sold is 8,000: 15 13 1 Sales and costs (£0000's) 6 5 7 Net loss 3 1 1 2 Break-even point Net profit Margin of safety 4 6 8 Number of covers (£000's) 01-£80,000 O 2. Cannot determine O 3-£40,000 04. £60,000 10 Sales Total costs Variable costs Fixed costs 12
Transcribed Image Text:From the following graph, estimate the net profit at when the number of covers sold is 8,000: 15 13 1 Sales and costs (£0000's) 6 5 7 Net loss 3 1 1 2 Break-even point Net profit Margin of safety 4 6 8 Number of covers (£000's) 01-£80,000 O 2. Cannot determine O 3-£40,000 04. £60,000 10 Sales Total costs Variable costs Fixed costs 12
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