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create a list called summary_list. The number of entries in summary list is the same as the number of lists in the variable datasets.
create a list called summary_list. The number of entries in summary list is the same as the number of lists in the variable datasets. The entries of the list summary_list is computed as follows: summary_list[0] = minimum value in datasets[0]/ number of entries in datasets[0] summary_list[1] minimum value in datasets[1] / number of entries in datasets[1] and so on. You are asked to write the Python code to compute summary list automatically from the variable datasets. You can complete your work in lab05b_prelim.py. Note that your code should be able to work with any variable datasets which is a list of lists of numbers. That is, if the contents of the variable datasets change, then your code should still compute the correct summary list. You can test that by commenting/uncommenting Lines 10-15 in the file c # % % Experimental data datasets = [] datasets.append([14.2, 32.5, 42.1, 74.5, 43.5]) datasets.append ([25.7, 34.1, 48.7, 50.3]) datasets.append ([11.2, 26.9, 95.1, 52.1, 23.5, 5.6, 45.7, 37.8]) datasets.append ([54.7, 25.3]) # datasets.append([-24.7, -57.3, -145.5]) # datasets.append ([-12.5, 14.5, -452, -734.4]) # The variable datasets contain 4 sets of experimental data # E.g. The data set datasets [0] has 5 data points # E.g. The data set datasets[1] has 4 data points # %% # Your task is to create a list called summary_list with as many # entries as the number of lists in the variable datasets # # summary_list[0] #minimum entry in datasets[0] / number of entries in datasets[0] # # This is then repeated for the other entries # # For checking, the expected answers are: # [2.84, 6.425, 0.7, 12.65]
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