Question

Путешественник сделал фотографию на свой телефон, ее размер 1024×512 и она сохранилась в виде несжатого файла. Определи ее размер в Кбайтах, если на кодирование одного пикселя отводится 3 байта.

Answer 1

Ответ:

15 728 кбайта

Объяснение:

1024 x 512 = 524 288(пикселей всего)

524 288 х 3 = 1 572 864 (байта вес)

1 572 864 / 1000 = 15 728.64(кбайта вес)

Answer 2

Determining the Size of an Uncompressed Image in Kilobytes

To determine the size of an uncompressed image in kilobytes, we need to consider the dimensions of the image and the amount of memory required to store each pixel.

Given that the dimensions of the image are 1024×512 pixels and each pixel requires 3 bytes for encoding, we can calculate the size of the image in kilobytes using the following steps:

1. Calculate the total number of pixels in the image by multiplying the width and height: 1024 × 512 = 524,288 pixels. 2. Multiply the total number of pixels by the number of bytes required to encode each pixel: 524,288 pixels × 3 bytes/pixel = 1,572,864 bytes. 3. Convert the size from bytes to kilobytes by dividing by 1024: 1,572,864 bytes ÷ 1024 = 1,536 kilobytes.

Therefore, the size of the uncompressed image is 1,536 kilobytes.

Please note that this calculation assumes that the image is stored in a standard uncompressed format and does not take into account any additional metadata or file overhead.