Il-Answer Completely6. A 1,240,000; r D8%per year; t = 30 years7. A 786,000; P= 247,000; t= 17 years8. A = 786; P = 247; t = 7 years%3D%3D9. A = 731,093; P 255,600; r= 3% per year%3D10. Supppose the population of a certain bacteria in a laboratory sample is 100. If it doublesin population every 6 hours, what is the growth rate? How many bacteria will be in twodays? Answer the following problems directly.1-Let F(n) be the nth term of the Fibonacci sequence,With F(1) = 1, F(2) = 1, F(3) = 2, and so on.%3D%3D1. Find F (8)2. Find F(19)3.If F (22) = 17,711 and F(24) = 46,368,%3Dwhat is F(23)?

Name: Il-Answer Completely6. A 1,240,000; r D8%per year; t = 30 years7. A 7
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Description: Il-Answer Completely6. A 1,240,000; r D8%per year; t = 30 years7. A 786,000; P= 247,000; t= 17 years8. A = 786; P = 247; t = 7 years%3D%3D9. A = 731,093; P 255,600; r= 3% per year%3D10. Supppose the population of a certain bacteria in a laboratory s

The Fibonacci sequence using the recursive formula is given as:…

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I-Let F(n) be the nth term of the Fibonacci sequence, With F(1) = 1, F(2) = 1, F(3) = 2, and so on. %3D 1. Find F (8) 2. Find F(19) 3. If F (22) = 17,711 and F(24) = 46,368,

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Chapter2: Second-order Linear Odes

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Concept explainers

Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence. It was invented by German mathematician Carl Friedrich Gauss.

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Question

100%

Il-Answer Completely
6. A 1,240,000; r D
8%
per year; t = 30 years
7. A 786,000; P= 247,000; t= 17 years
8. A = 786; P = 247; t = 7 years
%3D
%3D
9. A = 731,093; P 255,600; r= 3% per year
%3D
10. Supppose the population of a certain bacteria in a laboratory sample is 100. If it doubles
in population every 6 hours, what is the growth rate? How many bacteria will be in two
days?

Answer the following problems directly.
1-Let F(n) be the nth term of the Fibonacci sequence,
With F(1) = 1, F(2) = 1, F(3) = 2, and so on.
%3D
%3D
1. Find F (8)
2. Find F(19)
3.
If F (22) = 17,711 and F(24) = 46,368,
%3D
what is F(23)?

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