In 1940, there were about 10 brown tree snakes per square mile on the island of Guam, and in 1993, there were about 10000 per square mile. (a) Find an exponential formula for the number, N, of brown tree snakes per square mile on Guam t years after 1940. N help (formulas) ……………………... (b) On average, what was the annual percent increase in the population during this period? % (Round to nearest 0.01%) help (numbers)
In 1940, there were about 10 brown tree snakes per square mile on the island of Guam, and in 1993, there were about 10000 per square mile. (a) Find an exponential formula for the number, N, of brown tree snakes per square mile on Guam t years after 1940. N help (formulas) ……………………... (b) On average, what was the annual percent increase in the population during this period? % (Round to nearest 0.01%) help (numbers)
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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![In 1940, there were about 10 brown tree snakes per square mile on the island of Guam, and in 1993, there were about 10,000 per square mile.
(a) Find an exponential formula for the number, \( N \), of brown tree snakes per square mile on Guam \( t \) years after 1940.
\[ N = \boxed{\phantom{100}}\]
[help (formulas)]
(b) On average, what was the annual percent increase in the population during this period?
\[\boxed{\phantom{100}}\% \] (Round to nearest 0.01%)
[help (numbers)]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9e19c53d-6e05-4933-8b85-01b8c70e7dd1%2F1394722e-ca4d-4b1a-a7c9-af4422215d27%2Flqjf29k_processed.jpeg&w=3840&q=75)
Transcribed Image Text:In 1940, there were about 10 brown tree snakes per square mile on the island of Guam, and in 1993, there were about 10,000 per square mile.
(a) Find an exponential formula for the number, \( N \), of brown tree snakes per square mile on Guam \( t \) years after 1940.
\[ N = \boxed{\phantom{100}}\]
[help (formulas)]
(b) On average, what was the annual percent increase in the population during this period?
\[\boxed{\phantom{100}}\% \] (Round to nearest 0.01%)
[help (numbers)]
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For the first equation, does 10 represent a and 53 represent b in the function f(x)ab^x? For the second part of the question how do we know what to plug in to find the growth rate?
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