Answer:
do what the directions say and you should be able to figure out the answer if not contact me through brainly
Explanation:
Answer:
import numpy as np
def sample_median(n, P):
return np.median( np.random.choice ( np.arange (1, len(P) + 1 ), n, p = P ) )
print(sample_median(10,[0.1 0.2 0.1 0.3 0.1 0.2]))
print(sample_median(10,[0.1 0.2 0.1 0.3 0.1 0.2]))
print(sample_median(5, [0.3,0.7])
print(sample_median(5, [0.3,0.7])
Explanation:
- Bring in the numpy library to use the median function provided by the numpy library.
- Define the sample_median function that takes in 2 parameters and returns the median with the help of built-in random, choice and arrange functions.
- Call the sample_median function by providing some values to test and then display the results.
Output:
4.5
4.0
2.0
1.0
The political system that describes Benito Mussolini’s form of government would be totalitarian.Hope this answers the question:)
Accenture is helping this client build a platform that will allow them to interact with the e-commerce company and get details of the buyer so they can target to a specific audience.
<h3>What is Blockchain Digital identity?</h3>
The term Digital identity is a tool that helps firm in terms of growth and viability of a lot of their digital economy, and it is needed by every organization.
Therefore, we can say that Accenture is helping this client build a platform that will allow them to interact with the e-commerce company and get details of the buyer so they can target to a specific audience.
See options below
connect them with the customers, enhance their marketing, and build their client base
link them with the banks to prove credit-worthiness and inform them of loan options
individually recognize and reward them for using methods and materials that align with buyers' values such as sustainability and labor practices
allow them to interact with the e-commerce company and get details of the buyer target to a specific audience
I don't know this yet
Learn more about Accenture from
brainly.com/question/25682883
#SPJ1
