3. Solve the following Initial Value Problem. The number of cable telephone subscribers was 3.2 million at the beginning of 2004 (t=0). For the next 5 years, the number was projected to grow at the rate of N' (t) = 3.36(2t + 1)0.05 0≤t≤5 million subscribers per year. a) Find a formula for N(t), the number of subscribers after t years b) If the projection was correct, how many subscribers were there at the beginning of 2008? (t = 4). Show all your work and give your answer in complete sentence form with appropriate units

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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3. Solve the following Initial Value Problem.
The number of cable telephone subscribers was 3.2 million at the beginning of 2004 (t=0). For the next 5 years, the
number was projected to grow at the rate of
N' (t) = 3.36(2t + 1)0.05
0≤t≤5
million subscribers per year.
a) Find a formula for N(t), the number of subscribers after t years
b) If the projection was correct, how many subscribers were there at the beginning of 2008? (t = 4). Show all your
work and give your answer in complete sentence form with appropriate units
Transcribed Image Text:3. Solve the following Initial Value Problem. The number of cable telephone subscribers was 3.2 million at the beginning of 2004 (t=0). For the next 5 years, the number was projected to grow at the rate of N' (t) = 3.36(2t + 1)0.05 0≤t≤5 million subscribers per year. a) Find a formula for N(t), the number of subscribers after t years b) If the projection was correct, how many subscribers were there at the beginning of 2008? (t = 4). Show all your work and give your answer in complete sentence form with appropriate units
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