1. Maple Scented Ambient Candles, Itd., have determined that the average price their large candles retailfor can be modelled byp=37 10e-t/20-8e-t/4where p is measured in dollars, and t is measured years since 1998.(a) What average price did their large candles retail for in 2000?(b) At what rate was the average price of their large candles increasing in 2000?(c) Between 1998 and 2020, what was the highest average price of their large candles?

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Answered: 1. Maple Scented Ambient Candles, Itd.,…

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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ps HUF Green Thumb... SG Nike Wmns Air Max.. SG Nike Air Max 270 R.. FC Wmns SF Air Force.. M Vegan Leather Cors. 7 [53% OFF] 2020 Ma.. Bershka cami top in. # 40 The following slope field belongs to the original function for which derivative?: - 2x = -4 (A) dx 少_ 3-2 %3D (B) dx dy = x? (C) dx -1/2 dy (D) dr. 5. -2 -1 0 1 3 4 5 P Type here to search 47°F Cloudy -5 0 5 10 15 20
5. The rate of change in revenue for the Priceline Group from 2004 to 2013 can be modeled dR by = 0.07e0.2387t where R is the revenue (in billions of dollars) and t is the time (in dt years), with t=4 corresponding to 2004. In 2013, the revenue for the Priceline Group was $6.8 billion. a. Find a model for the revenue of the Priceline Group b. Find the revenue of the Priceline Group in 2012.
Suppose that tax paid by a certain person per year is denoted T;, and is calculated using the following relationship to that persons gross income (G₁): Ti = 0.25(G₁ - 10000) (i.e, only people who have an income over $10,000 per year are taxed, and only the income beyond $10,000). You are told that the total gross income for an area with 200 people is $6,000,000. Assume that all the people measured make over $10,000 a year. (a) Find the total taxes collected for the 200 people. (b) Find ΣT; for the 200 people. 100 (c) Find (2G₁ – 40) for the 200 people.
In the related rates problems, what variable are we differentiating each function with respect to? Ot (time) ОУ

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