What are the place values used in a nibble?

What are the place values used in a nibble?

• A. 4-2-1-0
• B. 16-8-4-2
• C. 8-4-2-1
• D. 1-2-4-8

Answer: (C)

A nibble is a term in computing that refers to a group of four bits. Each bit in a nibble has a specific place value, which is used to represent numbers in binary form. The correct answer indicates the place values assigned to each bit in a nibble: 8, 4, 2, and 1. This means that the most significant bit (the leftmost bit) has a value of 8, the next one has a value of 4, followed by a 2, and finally the least significant bit (the rightmost bit) has a value of 1. When you add the values of the bits that are set to 1 in a binary representation, you can calculate the decimal equivalent. For instance, if a nibble is represented as 1101 in binary, you would calculate its decimal value by summing 8 (1 from the first position) + 4 (1 from the second position) + 0 (0 from the third position) + 1 (1 from the fourth position), yielding a total of 13 in decimal. Understanding the place values in a nibble is crucial for various applications in computing, including data representation, analysis, and storage. This knowledge helps

A nibble is a term in computing that refers to a group of four bits. Each bit in a nibble has a specific place value, which is used to represent numbers in binary form. The correct answer indicates the place values assigned to each bit in a nibble: 8, 4, 2, and 1. This means that the most significant bit (the leftmost bit) has a value of 8, the next one has a value of 4, followed by a 2, and finally the least significant bit (the rightmost bit) has a value of 1.

When you add the values of the bits that are set to 1 in a binary representation, you can calculate the decimal equivalent. For instance, if a nibble is represented as 1101 in binary, you would calculate its decimal value by summing 8 (1 from the first position) + 4 (1 from the second position) + 0 (0 from the third position) + 1 (1 from the fourth position), yielding a total of 13 in decimal.

Understanding the place values in a nibble is crucial for various applications in computing, including data representation, analysis, and storage. This knowledge helps