Question

1)Сколько килобайт содержит сообщение содержащее 24567 бит ? 2)объем сообщения содержащего 20 символов составил 120 бит. Каков размер алфавита, с помощью которого записано сообщение?

Answer 1

1) 24567/8/1024≈3 Кбайт
2)120/20=6 бит
2^6=64 символа

Answer 2

Calculating Message Size

To calculate the size of a message in kilobytes, we can use the following formulas:

1. Calculating Kilobytes from Bits: - To convert bits to kilobytes, we can use the formula: \[ \text{Kilobytes} = \frac{\text{Bits}}{8 \times 1024} \]

2. Calculating Alphabet Size: - The size of the alphabet can be calculated using the formula: \[ \text{Alphabet Size} = \frac{\text{Message Size in Bits}}{\text{Number of Characters}} \]

Let's calculate the answers to the given questions using these formulas.

Answering the Questions

1. Size of Message Containing 24567 Bits: - To calculate the size of a message containing 24567 bits in kilobytes: \[ \text{Kilobytes} = \frac{24567}{8 \times 1024} \] \[ \text{Kilobytes} \approx 3.00 \]

The message containing 24567 bits would be approximately 3.00 kilobytes in size.

2. Size of Alphabet for a Message Containing 20 Characters and 120 Bits: - To calculate the size of the alphabet for a message containing 20 characters and 120 bits: \[ \text{Alphabet Size} = \frac{120}{20} \] \[ \text{Alphabet Size} = 6 \]

The size of the alphabet used to write the message containing 20 characters and 120 bits would be 6.

I hope this helps! If you have any further questions, feel free to ask.