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Basile [38]
2 years ago
7

Which data storage or software tool is used to unify vast amounts of raw data of all types from across an organization

Computers and Technology
1 answer:
Korvikt [17]2 years ago
4 0

A data lake is a type of repository that stores large sets of raw data of all types from across an organization.

<h2>What is a data lake?</h2>

A data lake is a central location in which to store all data, regardless of its source or format, for an organization at any scale.

<h3>Characteristics of a data lake</h3>

  • It is low cost, easily scalable, and are often used with applied machine learning analytics.

  • It allows to import any type of data from multiple sources in its native format, this allows organizations to scale in the size of the data as needed.

Therefore, we can conclude data lakes are a vital component in data management as it stores all data across an organization.

Learn more about data lakes here: brainly.com/question/23182700

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Answer:

print("Let's play Silly Sentences!")

print(" ")

name=input("Enter a name: ")

adj1=input("Enter an adjective: ")

adj2=input("Enter an adjective: ")

adv=input("Enter an adverb: ")

fd1=input("Enter a food: ")

fd2=input("Enter another food: ")

noun=input("Enter a noun: ")

place=input("Enter a place: ")

verb=input("Enter a verb: ")

print(" ")

print(name + " was planning a dream vacation to " + place + ".")

print(name + " was especially looking forward to trying the local \ncuisine, including " + adj1 + " " + fd1 + " and " + fd2 + ".")

print(" ")

print(name + " will have to practice the language " + adv + " to \nmake it easier to " + verb + " with people.")

print(" ")

print(name + " has a long list of sights to see, including the\n" + noun + " museum and the " + adj2 + " park.")

Explanation:

Got it right. Might be a longer version, but it worked for me.

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Answer:

2^{85}-1

Explanation:

Considering the number are stored using binary notations.

If there are total 86 bits and 1 bit is used as sign bit. Then in total one can have 2^{85} bit combinations since a bit can be either stored as 0 or as 1.

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To understand it in better way let's scale down the problem to 3 bits representation. The largest number that can be stored using 3 bits is 111 which in decimal form is 7 and is equal to 2^{3}-1.

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