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2 years ago

Explain the unique reason why assember language is perfered to high level language

1 answer:

3 0

The unique reason why assembler language is preferred to high level language is that It is said to be memory efficient and it is one that requires less memory.

<h3>Why is assembly language better than other kinds of high level?</h3>

It implies means that the programs that one uses to write via the use of high-level languages can be run easily on any processor that is known to be independent of its type.

Note that it is one that has a lot of better accuracy and an assembly language is one that carries out a lot of better functions than any high-level language, in all.

Note also that the advantages of assembly language over high-level language is in terms of its Performance and accuracy as it is better than high-level language.

Hence, The unique reason why assembler language is preferred to high level language is that It is said to be memory efficient and it is one that requires less memory.

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How does the zone theory of optical systems resolve the apparent incompatibility of trichromacy and opponency?

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You also learn in class that one kilobyte of computer memory will hold about 2/3 of a page of typical text (without formatting).

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The flashdrive can hold 35389 400-pages-books

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If $\frac{2}{3}$ of a page occupies 1 kB of memory, we can calculate how much memory a book will take

$2/3kB=1 page\\ x kB=400 pages\\266.67 kB=400 pages$

Now that we know that a book average file size is about 266,67 kB, we calculate how many of them can a 9 GB flash drive hold.

To do the calculation, we have to know how many kilobytes are in 9 gigabytes.

There is 1024 kilobytes in a megabyte, and 1024 megabytes in a gigabyte, so:

$Memory_{in _kilobytes}^{} =1024\frac{kilobytes}{megabytes} *1024\frac{megabytes}{gigabytes}*9=9437184 kilobytes$

Finally, knowing the average file size of a book and how much memory in kilobytes the 9 GB flash drive holds, we calculate how many books can it hold.

$Books=\frac{Flash drive memory}{Filesize of a book} =\frac{9437184kilobytes}{266.67\frac{kilobytes}{book} } =35389,4 books$

The flashdrive can hold 35389 400-pages-books, or 14155776 pages of typical text.

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