Information on morphine: Morphine can be administered via injection / IV. The quantity of morphine in a given dose may vary, but one guideline is to use 0.1 mg of morphine for each kg of the patient's body mass. The time taken for half the quantity of morphine to be removed from the body is 2 hours. An exponential function can be used to model the amount of morphine in the body over time: ?=?0???A=A0ekt (note that ?k will be negative).Calculate the value of ?k for morphine.Write a Python function called MorphineModel, which takes two arguments: dose amount ?0A0 and time since last dose ?t, and returns the amount of morphine in the body at this time ?t.Add to your computer code so that you have a program which is an implementation of the following flowchart. Ensure that your code is well-communicated to a user of the program (via the print statements) and well-communicated to someone reading the code (via comments). Ask the user for the patient's mass (in kg)Tell the user the quantity of morphine that should be provided in each dose.Ask the user how long it has been since the last morphine injection.YesIf it has been lessCalculate the amount of morphine (in mg) that remains inthan 24 hoursthe patient's body using the function MorphineModelwwww wNoTell the user there is aPrint the calculated amount ofnegligible amount of morphineremaining in the patient's bodymorphine to inform the user.YesAsk the user if they have another patientNoPrint a farewell message

Answered: Information on morphine: Morphine can…

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

Section: Chapter Questions

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Information on morphine: Morphine can be administered via injection / IV. The quantity of morphine in a given dose may vary, but one guideline is to use 0.1 mg of morphine for each kg of the patient's body mass. The time taken for half the quantity of morphine to be removed from the body is 2 hours. An exponential function can be used to model the amount of morphine in the body over time: ?=?0???A=A0ekt (note that ?k will be negative).

Calculate the value of ?k for morphine.
Write a Python function called MorphineModel, which takes two arguments: dose amount ?0A0 and time since last dose ?t, and returns the amount of morphine in the body at this time ?t.
Add to your computer code so that you have a program which is an implementation of the following flowchart. Ensure that your code is well-communicated to a user of the program (via the print statements) and well-communicated to someone reading the code (via comments).

Ask the user for the patient's mass (in kg)
Tell the user the quantity of morphine that should be provided in each dose.
Ask the user how long it has been since the last morphine injection.
Yes
If it has been less
Calculate the amount of morphine (in mg) that remains in
than 24 hours
the patient's body using the function MorphineModel
wwww w
No
Tell the user there is a
Print the calculated amount of
negligible amount of morphine
remaining in the patient's body
morphine to inform the user.
Yes
Ask the user if they have another patient
No
Print a farewell message

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