Hyperbolic: (0

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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I am having difficulty working in functions, recursive loops, and numpy to resolve the attached problem. Could someone look it over and provide some guidance?

Hyperbolic: (0<b<1)
(1+bD;1)/b
For an initial flow rate, q; = 1000 B/D and decline rate, D, = 0.004/day, what is the flow rate at the end of every month up to a year (in the equation above, t
has the unit of time in days) if b = 0.5.
You may assume a month is 30 days long. Your output should be properly formatted. For example: 'The flowrate at the end of Month 1 is 245 Barrels/Day',
instead of just a list of numbers.
You should use the following program elements:
1. Functions
2. Numpy arrays
3. Recursive loops
Transcribed Image Text:Hyperbolic: (0<b<1) (1+bD;1)/b For an initial flow rate, q; = 1000 B/D and decline rate, D, = 0.004/day, what is the flow rate at the end of every month up to a year (in the equation above, t has the unit of time in days) if b = 0.5. You may assume a month is 30 days long. Your output should be properly formatted. For example: 'The flowrate at the end of Month 1 is 245 Barrels/Day', instead of just a list of numbers. You should use the following program elements: 1. Functions 2. Numpy arrays 3. Recursive loops
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