1.Ten years ago Diana Torres wrote what has become the leading Tort textbook. She has been receiving royalties based on revenues reported by the publisher. These revenues started at £1,700 in the first year, and grew steadily by 4.9% per year. Her royalty rate is 18% of revenue. Recently, she hired an auditor who discovered that the publisher had been underreporting revenues. The book had actually earned 10% more in revenues than had been reported on her royalty statements. Assuming the publisher pays an interest rate of 4.7% on missed payments, how much money does the publisher owe Diana?
In the first year, the publisher paid:
"1700\\times0.18=306"
taking into account the increase in income:
"((1700\\times0.1)+1700)\\times0.18=336.6"
in the second year, the publisher had to pay:
"((1700\\times0.1)+1700)\\times0.18=336.6"
For two years:
336.6+336.6=673.2
in the second year, the publisher paid:
"((1700\\times0.049)+1700)\\times0.18=320.99"
For two years paid:
306+320.99=626.99
Difference in:
673.2-626.99=57.21
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