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3 years ago

List the operating system you recommend, and write a sentence explaining why.

Computers and Technology

1 answer:

Andrei [34K]3 years ago

7 0

Answer:

The type of operating system I reccommend really depends on how you use computers

Explanation:

If you want strict productivity/gaming: Windows

If you are a programmer/pen tester: Linux

If you want an easy interface: MacOS X

If you believe in God's third temple: Temple OS

Windows is probably the best for most users due to its balance of a simple interface and its many capabilities. It is also the best OS for gaming due to lack of support in many other OS's.

Linux is pretty much terminal-based with an interface if you need help. Only use this if you know your way around computers well. However, this OS allows you to use many tools that are impossible to use on another OS. This is the OS that many programmers, hackers, and other computer people use due to its coding-oriented environment.

If you like simple then use MacOS. The only problem is that it's only available on apple devices, so you have to pay a pretty penny to use it. This is also a unix-based OS meaning it has SOME linux capabilities.

RIP Terry A. Davis. Temple OS was designed to be the 3rd temple of God prophesized in the bible and created by Terry Davis ALONE over a bunch of years. He made this OS after receiving a revelation from God to make this. According to Davis, all other Operating Systems are inferior and Temple OS is the OS that God uses.

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Explanation:

Question:

There are n classes in a school, each with a different number of students. The school receives m packs of books, each with a different number of books. For a class to receive a pack, the number of students in that class must be equal to the number of books in the pack. Determine how many classes receive a pack of books.

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Assumption 1: That the number of pack of books received corresponds to the number of classes in the school.

That is m = n .

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That the number of students in each class corresponds to the number of books in each packs.

That is, If number of students are: 10, 15,20,25,30.

Each number of books in the each pack would be in that amount: 10, 15,20,25,30.

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