Question

На обсерватории поставили камеру наблюдения за состоянием неба. Камера круглосуточно записывает кадры, фиксирующие наличие или отсутствие облаков на небе. На получение одного кадра требуется 10 секунд. Между кадрами делается пауза в 1 минуту, и цикл повторяется. Данные записываются на флеш-карту объемом 64 Гб (1 Гб = 1024 Мб, 1 Мб = 1024 кб), = а средний размер файла 800 кб. Каково максимальное число полнолуний, которые можно будет обнаружить на записях этой камеры после заполнения флешки?​

Answer 1

Ответ:

202313103

Объяснение:

Answer 2

Ответ:

нуууу примерно штуки 3-4

Объяснение:

Answer 3

Calculation of the Maximum Number of Full Moons

To calculate the maximum number of full moons that can be detected on the camera's recordings after filling up the 64 GB flash drive, we need to consider the following information:

- Each frame takes 10 seconds to capture. - There is a 1-minute pause between frames. - The average file size is 800 KB.

Let's break down the calculation step by step:

1. Calculate the time required to fill up the flash drive: - The flash drive has a capacity of 64 GB. - 1 GB is equal to 1024 MB, and 1 MB is equal to 1024 KB. - Therefore, the flash drive has a capacity of 64 x 1024 x 1024 KB.

2. Calculate the time required to capture one frame: - Each frame takes 10 seconds to capture.

3. Calculate the time required to capture one cycle (frame + pause): - Each cycle consists of one frame and a 1-minute (60 seconds) pause.

4. Calculate the number of cycles that can be recorded on the flash drive: - Divide the flash drive capacity by the size of one cycle.

5. Calculate the number of frames that can be recorded on the flash drive: - Multiply the number of cycles by the number of frames in one cycle.

6. Calculate the number of full moons that can be detected: - Divide the total number of frames by the number of frames per full moon.

Let's perform the calculations:

1. Calculate the time required to fill up the flash drive: - Flash drive capacity: 64 GB = 64 x 1024 x 1024 KB = 67108864 KB.

2. Calculate the time required to capture one frame: - 10 seconds.

3. Calculate the time required to capture one cycle (frame + pause): - 10 seconds (frame) + 60 seconds (pause) = 70 seconds.

4. Calculate the number of cycles that can be recorded on the flash drive: - Flash drive capacity / size of one cycle = 67108864 KB / (10 KB + 60 KB) = 67108864 / 70 = 958698.05 cycles (rounded down to the nearest whole number).

5. Calculate the number of frames that can be recorded on the flash drive: - Number of cycles x number of frames in one cycle = 958698 x 1 = 958698 frames.

6. Calculate the number of full moons that can be detected: - Total number of frames / number of frames per full moon = 958698 frames / 1 frame per full moon = 958698 full moons.

Therefore, the maximum number of full moons that can be detected on the camera's recordings after filling up the 64 GB flash drive is 958,698 full moons.