Math P1 Exam Flashcards

1
Q

All functions of a computer are based upon the use and manipulation of numbers (0, 1).

A

Binary

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2
Q

Equivalent to 1000 gigabytes.

A

Terabyte

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3
Q

A number system based on the power of 10 (uses the symbols 0-9). Example:
1
0
1
(
0

9
)
10
1
(0−9).

A

Decimal

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4
Q

A number system based on the power of 2 (0, 1).

A

Binary

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5
Q

A number system based on the power of 8 (0-7).

A

Octal

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6
Q

A number system based on the power of 16 (0-9, A-F). Example: (A-F) as A=10, B=11, C=12, D=13, E=14, F=15.

A

Hexadecimal

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7
Q

Binary digit.

A

Bit

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8
Q

4 bits (half a byte).

A

Nibble

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9
Q

Encoded as audio file formats like MP3, WAV, AAC.

A

Audio

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10
Q

Encoded as video file formats like MPEG4, H.264.

A

Video

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11
Q

Encoded in character sets such as ASCII and Unicode.

A

Text

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12
Q

Encoded as file formats like BMP, JPEG, PNG.

A

Images

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13
Q

A system of arithmetic for integers, where numbers wrap around upon reaching a certain value, the modulus (plural moduli). It is also known as taking the remainder. It involves only integers.

A

Modular Arithmetic

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14
Q

The self-proclaimed inventor of the binary system and is considered as such by most historians of mathematics and/or mathematicians. (1646-1716)

A

Gottfried Wilhelm Leibniz

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15
Q

For n > 0, if n > 0 and r is the remainder when the Division Algorithm is used to divide b by n.

A

Least Residue

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16
Q

A system of arithmetic for integers where the numbers wrap around upon reaching a certain value.

A

Clock Arithmetic

17
Q

1 + 1 = 10.

A

Binary Addition

18
Q

The brain of the computer.

A

CPU

19
Q

The process of converting plaintext to ciphertext.

A

Encipher

20
Q

The practice of hiding data to maintain confidentiality when transmitting sensitive information via communication channels

A

Cryptography

21
Q

The process of converting ciphertext into plaintext.

A

Decipher

22
Q

Also known as the coded message; the message after it has been encoded.

A

Ciphertext

23
Q

Refers to the original message or the message before it is encoded.

A

Plaintext

24
Q

This number can be found on the last cover page of any book, consisting of a string of 10 digits or 13 digits.

A

International Standard Book Number