How many bits are needed to represent 1024 gray shades?

Study for Edelmen's Sonography Principles and Instrumentation Exam. Prepare with flashcards and multiple choice questions, including hints and explanations for each question. Ace your SPI exam!

Multiple Choice

How many bits are needed to represent 1024 gray shades?

Explanation:
To encode a set number of grayscale levels, you need enough bits so that 2^n covers that many distinct shades. Each bit doubles how many different values you can represent. For 1024 shades, solve 2^n = 1024. Since 1024 equals 2^10, you need 10 bits. (8 bits give 256 shades, 3 bits give 8 shades, so 10 is the minimum to reach 1024.)

To encode a set number of grayscale levels, you need enough bits so that 2^n covers that many distinct shades. Each bit doubles how many different values you can represent. For 1024 shades, solve 2^n = 1024. Since 1024 equals 2^10, you need 10 bits. (8 bits give 256 shades, 3 bits give 8 shades, so 10 is the minimum to reach 1024.)

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