python
import numpy as np
s = 46916
np.random.seed(s)
Z = np.random.randint(42,512,(48,12))
The random values in Z are supposed to be uniformly distributed from 42 to 512. This means there should be about the same number of items in the range 100-199 as there is 200-299. What is the absolute difference between the number of items in these ranges, inclusive of the upper and lower bound?
hint: np.histogram accepts bin limits as a list
import numpy as np
s = 46916
np.random.seed(s)
Z = np.random.randint(42,512,(48,12))
count,_=np.histogram(Z,bins=[4,100,200,300,400,512])
print(count)
absolute_diff=np.abs(count[1]-count[2])
print(absolute_diff)
python import numpy as np s = 46916 np.random.seed(s) Z = np.random.randint(42,512,(48,12)) The random values in...
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