Calculate the storage size of image ( uncompressing ) in Gbyte for each True Color image, Note that the dimensions of image 512 X3 512

Answers

Answer 1

According to the information we can infer that the storage size of an uncompressed True Color image with dimensions 512x512 pixels is approximately 3 gigabytes (Gbyte).

What is the storage size of the image?

In True Color format, each pixel in the image is represented by 24 bits, or 3 bytes, as it uses 8 bits for each of the red, green, and blue color channels.

To calculate the storage size of the image, we multiply the number of pixels by the size of each pixel in bytes. The number of pixels can be calculated by multiplying the width and height of the image, which in this case is:

512 x 512 = 262,144 pixels.

Since each pixel requires 3 bytes, the total storage size of the image can be calculated as follows:

262,144 pixels * 3 bytes/pixel = 786,432 bytes

To convert the storage size from bytes to gigabytes, we divide by 1,073,741,824 (1024³):

786,432 bytes / 1,073,741,824 bytes/Gbyte = 0.000731 Gbyte

According to the above we can conclude that the storage size of the uncompressed True Color image with dimensions 512x512 pixels is approximately 0.000731 Gbyte, which can be rounded to approximately 3 Gbytes.

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