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5 Data (a) Describe one effect of using lossy compression to reduce the size of a file - Edexcel - GCSE Computer Science - Question 5 - 2023 - Paper 1

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5 Data (a) Describe one effect of using lossy compression to reduce the size of a file. Explain one reason why the image cannot be accurately represented using one b... show full transcript

Worked Solution & Example Answer:5 Data (a) Describe one effect of using lossy compression to reduce the size of a file - Edexcel - GCSE Computer Science - Question 5 - 2023 - Paper 1

Step 1

Describe one effect of using lossy compression to reduce the size of a file.

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Answer

One effect of using lossy compression is that it can result in a loss of quality in the file. When data is discarded, the details that were originally in the file may no longer be present, leading to a file that looks or sounds different from the original.

Step 2

Explain one reason why the image cannot be accurately represented using one bit for each pixel.

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Answer

An image cannot be accurately represented using one bit per pixel because one bit can only represent two colors (typically black and white). This is insufficient for most images that contain various shades and colors, which require more bits to accurately depict all the details.

Step 3

Describe the reason the results will be different.

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The reason the results of an arithmetic shift right and a logical shift right will differ is that a logical shift fills the empty bits with zeros, while an arithmetic shift maintains the sign bit (the leftmost bit) and fills the empty bits based on its value. This characteristic changes how negative numbers are treated in binary representation.

Step 4

Convert the binary pattern 0100 0010 to denary.

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Answer

The binary pattern 0100 0010 converts to denary as follows:

ext26+ext21=64+2=66 ext{2}^6 + ext{2}^1 = 64 + 2 = 66

Thus, the denary equivalent is 66.

Step 5

Convert the binary pattern 0101 1011 to hexadecimal.

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The binary pattern 0101 1011 converts to hexadecimal by grouping the bits into groups of four:

  • 0101 = 5
  • 1011 = B

Therefore, the hexadecimal equivalent is 5B.

Step 6

State the number of unique values that can be represented with 6 bits.

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Answer

With 6 bits, the number of unique values that can be represented is:

26=642^6 = 64

Therefore, there are 64 unique values.

Step 7

Construct an expression to show the number of bytes of storage needed to store the file.

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Answer

To find the total number of bytes required to store the file, we can use the following expression:

extTotalstorage=(extNumberofrowsimesextNumberofcolumnsimesextbitsperinteger)+extkibibytes ext{Total storage} = ( ext{Number of rows} imes ext{Number of columns} imes ext{bits per integer}) + ext{kibibytes}

In this case, it becomes:

extTotalstorage=(100imes600imes32/8)+1extKiB ext{Total storage} = (100 imes 600 imes 32/8) + 1 ext{ KiB}

This gives the total bytes needed.

Step 8

Draw a graph to represent the data sampled.

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Answer

To draw the graph, label the x-axis as 'Time (s)' and the y-axis as 'Amplitude'. For values on the x-axis, plot from 0 to 1 second, marking intervals of 0.1 seconds. For the amplitude, represent each sample as an X at the corresponding height. Finally, connect the samples to show the digital form.

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