How many bits are needed to represent 1024 gray shades?

Prepare for the Edelmen's Sonography Principles and Instrumentation (SPI) Exam. Enhance your understanding with a range of multiple-choice questions and detailed explanations. Equip yourself confidently for your certification journey!

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.)

Subscribe

Get the latest from Examzify

You can unsubscribe at any time. Read our privacy policy