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Town MHF determines the amount of property tax (P) in hundreds of dollars as a function of the building size (s) in 10 square meters. P(h) = 5√s-√s +5 a. What property tax would you need to pay on an empty lot (no building)? C. b. Determine the average rate of property tax increase (per 10 square meters) for s=2 to s = 5. What is the instantaneous rate of change of property tax for a building that is 100m² (s = 10)?

Town MHF determines the amount of property tax (P) in hundreds of dollars as a function of the building size (s) in 10 square meters. P(h) = 5√s-√s +5 a. What property tax would you need to pay on an empty lot (no building)? C. b. Determine the average rate of property tax increase (per 10 square meters) for s=2 to s = 5. What is the instantaneous rate of change of property tax for a building that is 100m² (s = 10)?

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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1. Town MHF determines the amount of property tax (P) in hundreds of dollars as a function of the building size (s) in 10 square meters. P(h) = 5√s — √√√5 +5 a. What property tax would you need to pay on an empty lot (no building)? C. b. Determine the average rate of property tax increase (per 10 square meters) for s = 2 to s = 5. What is the instantaneous rate of change of property tax for a building that is 100m² (s = 10)?
Transcribed Image Text:1. Town MHF determines the amount of property tax (P) in hundreds of dollars as a function of the building size (s) in 10 square meters. P(h) = 5√s — √√√5 +5 a. What property tax would you need to pay on an empty lot (no building)? C. b. Determine the average rate of property tax increase (per 10 square meters) for s = 2 to s = 5. What is the instantaneous rate of change of property tax for a building that is 100m² (s = 10)?
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