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Llana [10]
3 years ago
14

An I/O-bound process ___________________________________________________ Select one: a. does not need CPU time b. spends less of

its time seeking I/O operations than doing computational work c. spends more of its time seeking I/O operations than doing computational work d. spends equal time seeking I/O operations and doing computational work
Computers and Technology
1 answer:
DiKsa [7]3 years ago
8 0

Answer:

Spends more of its time seeking I/O operations than doing computational work.

Explanation:

The I/O bound process are depend on Input and output speed. on the other hand computational work is associated with CPU bound processes. Therefore option "C" is better option for I/O bound processes.

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Veseljchak [2.6K]

Solution :

<u>Chrome web browser</u>

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2 years ago
How do I send the face to the back? Seriously, I can't find out how...
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Answer:

i think you can layer it :)

Explanation:

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8 0
3 years ago
Which platforms they thinks is better to use for sharing their content,ideas,and stories?
aliina [53]
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Hope this helps
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A narrative is a:
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7 0
2 years ago
Read 2 more answers
Convert the algebraic expression below to C++ statement Do not use the pow function. Ans = 5x^2 + 15k + y^-2
kramer

Answer:

The C++ statement for the given algebraic expression 5x^2 + 15k + y^-2 is ( ( 5 * ( x * x ) ) + ( 15 * k ) + ( 1 / ( y * y ) ).

Explanation:

To convert the given algebraic expression 5x^2 + 15k + y^-2 into the C++ statement without using the pow function is:

In the given algebraic expression, there are three expressions combined using the + operator.

The first algebraic expression is 5x^2.

Here, x has a power of 2, and 5 is multiplied by the result of x^2. x having the power of 2 means x is multiplied itself twice. The C++ statement for this algebraic expression is (5 * ( x * x)).

The second algebraic expression is 15k.

Here, 15 is multiplied by k. The C++ statement for this algebraic expression is (15 * k).

The third algebraic expression is y^-2.

Here, x has a power of -2. it means 1/y^{2}.  The C++ statement for this algebraic expression is (1/ (y * y).

The combination of all the three C++ statement is (5 * ( x * x)) + (15 * k) + (1/ (y * y).

7 0
2 years ago
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