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yanalaym [24]
3 years ago
9

Which algorithm makes the most efficient use ofmemory?

Computers and Technology
1 answer:
SashulF [63]3 years ago
5 0

Answer:

Best-fit Algorithm

Explanation:

Best-fit: Allocating the smallest memory location that is greater than or equal to the size of process.

<u>Example</u>

Let these are the memory locations-210kb,310kb,260kb,610kb

                    and size of processes-160kb,450kb,250kb,300kb

For the first-fit,

We allocate 160 kb to the 210kb memory location

Then, we allocate 450 kb to the 610kb because others don't have the size.

Then,we allocate 250kb to the 310 kb.

300 kb will stop,as no memory locations can execute.

For the Best-fit,

We allocate 160 kb to the 210kb memory location

Then,we allocate 450kb to the 610kb.

Then,we allocate 250kb to the  260kb not 310kb according to best-fit.

Then we allocate 300kb to the 310kb.

For the worst fit,

We allocate 160 kb to the 610kb memory location according to the worst-fit algorithm.

Then,we can't allocate 450kb to any memory location.

Then,we allocate 250kb to the 310kb .

We can' allocate 300kb in 260kb memory location.

As we can see from this example that in First-fit algorithm 300kb process will stop as no memory location is there.

In worst-fit algorithm ,We can't allocate 450kb,300kb to any memory locations.

In Best-fit algorithm,we can allocate the process to each location,so this algorithm is using memory in a efficient way.    

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An airline has found about 7% of its passengers request vegetarian meals. On a flight with 166 passengers the airline has 16 veg
Ket [755]

Answer:

P(x >16.5) = 0.3372

Explanation:

Given data:

P = 0.07

n = 166

Available vegetarian  dinner is 16

let P(X\leq 16) is number of short vegetarian meals

P(X\leq  16)  = binomial distribution (166, 0.09)

np = 166\times 0.09 = 14.94

n(1-p) = 166(1-0.09) = 151.06

Both value of np and n(1-p) greater than 5

x -  normal distribution  with

mean  = np = 14.94

standard deviation= \sqrt{np(1-p)}

                                [/tex]= \sqrt{14.94(1-0.09)}[/tex]

standard deviation = 3.687

Find P(x> 16) i.e P(X>16 ) = P(x >16.5)

P(x >16.5) = 1 - P(x <16.5)

                = 1 - P(\frac{x-\mu}{\sigma} < \frac{16.5 - \mu}{\sigma}

         = 1 - P{Z < [\frac{16.5 - 14.94}{3.67}]

                = 1 - P{z< 0.425}

                 = 1 - 0.6628

P(x >16.5) = 0.3372

8 0
3 years ago
You are in the middle of a big project at work. all of your work files are on a server at the office. you want to be able to acc
professor190 [17]

Answer: A. RDP

Explanation:

RDP stands for remote desktop protocol which is being developed by Microsoft. Using RDP we can open and edit the files, save the files on the server, and print the files to a printer connected to a computer at home.

Here we have two versions the one used by the client has to run the client version and the one from which the access of the files is required has to run the servers version. RDP listens to port 3389 of both TCP and UDP.

With the help of this protocol one can be able to access all the files from the server computer and hence proves to be very effective in big projects.

5 0
3 years ago
Determine the number of bytes necessary to store an uncompressed RGB color image of size 640 × 480 pixels using 8, 10, 12 and 14
dexar [7]

Answer:

For 8 bits / Color Channel: 921, 600 bytes.

For 10 bits / Color Channel: 1,152,000 bytes.

For 12 bits / Color Channel: 1,382,400 bytes.

For 14 bits / Color Channel : 1,612, 800 bytes.

Explanation:

Un uncompressed RGB color image of 640 pixels wide by 480 pixels height (VGA resolution) uses 3 samples of x bits fin order to represent the quantity of each primary color (red, green and blue) in a given pixel of the image.

So, if we use 8 bits/ sample, we can calculate the bytes needed to store a complete image as follows:

640*480*3*8 bits = 7, 372,800 bits. (1)

As, by definition, 1 byte= 8 bits, we have:

Nº of bytes = 7,372,800 / 8 = 921,600 bytes. (2)

In order to get the bytes needed to store the same image, using 10, 12 and 14 bits/ sample, all we need is replacing 8 by 10, 12 and 14 in (1), and then dividing by 8 as in (2).

Proceeding in this way we obtain:

640*480*3*10 = 9,216,000 bits ⇒    1,152,000 bytes.

640*480*3*12 = 11,059,200 bits ⇒   1,382,400 bytes.

640*480*3*14=   12,902,400 bits ⇒  1,612,800 bytes.

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after clicking the start button on your computer screen desktop what option would you then select to examine system components y
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Start>hover over "Computer">right-click>Properties>shows system specs

Start>Control Panel>lets you modify network connections, change time and date, update, uninstall programs, add new hardware, etc.
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3 years ago
To “synthesize” means to combine information to create new information.<br> YES or NO
KIM [24]

Answer:Yes

Explanation:

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3 years ago
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