Python Code Please!11.9 LAB: Radioactive decay Complete the functions in the template to implement the formulas shown below.The formula to calculate how much of a radioactive isotope with half-life T will remain after time t is: Nt=N0e−0.693tT The formula can be rearranged to calculate the half-life of an isotope given how much remains after decay: T=−0.693tlnNtN0 The notation used in the formulas is:e = Euler's number accessible as math.e.t = the length of time (in years) during which an isotope decaysT = the half-life (in years) of the isotopeN0 = the initial amount of the isotopeNt the amount of the isotope remaining after time tThen, complete the main program to:Read a choiceRead 3 numbers from one line:Choice N: N0, t, and TChoice T: N0, Nt, and tCall compute_Nt() if the choice is N, compute_T if the choice is TOutput the result with four digits after the decimal point.Ex: If the input is:N 100 50 28.94the output is:Nt = 30.2007Ex: If the input is:T 100 30.2007 50the output is:T = 28.9400

The solution to the given is: CODE: import math # An isotope has half-life T # Return the amount of…

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Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

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Python Code Please!

11.9 LAB: Radioactive decay

Complete the functions in the template to implement the formulas shown below.

The formula to calculate how much of a radioactive isotope with half-life T will remain after time t is:

Nt=N0e−0.693tT

The formula can be rearranged to calculate the half-life of an isotope given how much remains after decay:

T=−0.693tlnNtN0

The notation used in the formulas is:

e = Euler's number accessible as math.e.
t = the length of time (in years) during which an isotope decays
T = the half-life (in years) of the isotope
N₀ = the initial amount of the isotope
N_t the amount of the isotope remaining after time t

Then, complete the main program to:

Read a choice
Read 3 numbers from one line:
- Choice N: N0, t, and T
- Choice T: N0, Nt, and t
Call compute_Nt() if the choice is N, compute_T if the choice is T
Output the result with four digits after the decimal point.

Ex: If the input is:

N 100 50 28.94

the output is:

Nt = 30.2007

Ex: If the input is:

T 100 30.2007 50

the output is:

T = 28.9400

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