Free Online Flashcard Deck

02 — Information and Representation Free Online FlashCards

Study 02 — Information and Representation with 12 free online flashcards. Review key terms, definitions, and concepts with this interactive flashcard deck.

12 cards
01
Front

What is a bit?

Back

A bit is a binary digit with one of two values: 0 or 1.

02
Front

Convert 1011₂ to decimal.

Back

1011₂ equals 11₁₀ because 8 + 0 + 2 + 1 = 11.

03
Front

How many patterns can n bits represent?

Back

A sequence of n bits can represent up to 2ⁿ different patterns.

04
Front

What is a byte, and how many patterns can it represent?

Back

A byte is normally 8 bits, so it has 2⁸ = 256 possible patterns.

05
Front

What values can an 8-bit unsigned integer represent?

Back

An 8-bit unsigned integer ranges from 0 through 255, using the formula 0 through 2⁸ − 1.

06
Front

What is the range of an 8-bit two's-complement integer?

Back

An 8-bit two's-complement integer usually ranges from −128 through 127.

07
Front

Why can floating-point calculations produce rounding errors?

Back

Floating-point representation stores a sign, significant digits, and a scale or exponent. It provides a large range but may not represent every real number exactly.

08
Front

How do ASCII and Unicode differ?

Back

ASCII assigns numerical codes to common English characters, while Unicode is designed to represent characters from many modern and historical writing systems.

09
Front

What does UTF-8 do?

Back

UTF-8 maps Unicode code points to sequences of one to four bytes. ASCII characters use one byte and remain ASCII-compatible.

10
Front

How does a raster image represent a picture?

Back

A raster image represents a picture as a rectangular grid of pixels, with each pixel storing numerical brightness and color information.

11
Front

Estimate the uncompressed size of a 1,000 × 1,000 image at 24 bits per pixel.

Back

The estimate is 1,000 × 1,000 × 24 ÷ 8 = 3,000,000 bytes before compression and file overhead.

12
Front

Why can vector graphics scale more cleanly than raster images?

Back

Vector graphics describe shapes with mathematical lines, curves, and regions, so they can often be enlarged without the same loss of sharpness as raster images.