Python: I've done the first two but am stuck on the rest of the coding questions (3.3 - 3.7).

Problem 3. (50 pts) Radioactive Decay (NPRE 441 Radiation Protection) Consider 3 radioisotopes, all with an initial activity of A0-10 Ci, Iridium-192 is used in brachytherapy to treat cancer and has a half life of t1/2-73 in D-T fusion reactions and has a half life of t1/2- 12.3 years. Radon-222, a naturally occurring decay product of uranium, contributes to about half of your natural background dose of radiation and is the second leading cause of lung cancer. Radon-222 has a half life .83 days. Tritium is a reactant 3.8 days. Equations describing radioactive decay use X to represent the decay constant. (1 Ci 3.7e10 Bq 3.7e10 decays per second) A-Aoe 3.1 What is the general equation for the decay constant in terms of the half life? (5 pts) 3.2 Using your answer to Part A, find the decay constants of Ir-192, H-3, and Rn-222. (5 ts 3.3 Define a function that takes time as an input and returns activity. (5 pts) 3.4 Define a time numpy array with 200 timesteps from t-0 to t 15.0. (5 pts) 3.5 Define 3 activity numpy arrays filled with zeros that are the same size as the time array. (5 pts) 3.6 Write a for loop to populate the activity arrays using results from Parts D and E. (5 ts 3.7 Plot the activities over time for the three different isotopes used. Your graph should include a title, axis labels, and a legend. (10 pts) 3.8 Does a long half life make a radioisotope more or less dangerous? Why? (10 pts) Problem 3. (50 pts) Radioactive Decay (NPRE 441 Radiation Protection) Consider 3 radioisotopes, all with an initial activity of A0-10 Ci, Iridium-192 is used in brachytherapy to treat cancer and has a half life of t1/2-73 in D-T fusion reactions and has a half life of t1/2- 12.3 years. Radon-222, a naturally occurring decay product of uranium, contributes to about half of your natural background dose of radiation and is the second leading cause of lung cancer. Radon-222 has a half life .83 days. Tritium is a reactant 3.8 days. Equations describing radioactive decay use X to represent the decay constant. (1 Ci 3.7e10 Bq 3.7e10 decays per second) A-Aoe 3.1 What is the general equation for the decay constant in terms of the half life? (5 pts) 3.2 Using your answer to Part A, find the decay constants of Ir-192, H-3, and Rn-222. (5 ts 3.3 Define a function that takes time as an input and returns activity. (5 pts) 3.4 Define a time numpy array with 200 timesteps from t-0 to t 15.0. (5 pts) 3.5 Define 3 activity numpy arrays filled with zeros that are the same size as the time array. (5 pts) 3.6 Write a for loop to populate the activity arrays using results from Parts D and E. (5 ts 3.7 Plot the activities over time for the three different isotopes used. Your graph should include a title, axis labels, and a legend. (10 pts) 3.8 Does a long half life make a radioisotope more or less dangerous? Why? (10 pts)