Chapter 2 Flashcards

1
Q

means the way to represent the various types of numbers. Each
of the number systems is built around the following components: the UNIT, NUMBER, and BASE (Radix).

A

Number System

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2
Q

a single object.

A

Unit

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3
Q

a symbol representing a unit or a quantity.

A

number

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4
Q

tells you the number of symbols used in that system

A

BASE (Radix)

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5
Q

is the digit that has greatest effect on that number.

A

Most Significant Digit (MSD) – Left Most Digit

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6
Q

is the digit that has least effect on that number.

A

Least Significant Digit (LSD) – Right Most Digit

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7
Q

is a system where the value of a number is defined not only by the symbol but by the symbol’s position

values depending upon the position
they occupy in

represent different values depending upon the position they occupy in the number.

A

Positional Number System

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8
Q

Use symbols such as I for 1, II for 2, III for 3,IIII for 4, etc.

Each symbol represents the same value regardless of its position in the number system.

A

Non-Positional Number System

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9
Q

Our present system of numbers has 10 separate symbols namely 0,
1, 2, 3, 4, 5, 6, 7, 8 and 9, which are called

A

Arabic numerals

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10
Q

binary digit is also referred to as

A

Bit

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11
Q

A string of 4 bits is called a ——- and a string of 8 bits is called a ——

A

nibble, byte

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12
Q

developed by the Chinese, is one of the earliest known calculators. It is still in use in some parts of the world.

A

abacus

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13
Q

invented the first adding machine.

A

1642 - Blaise Pascal (French)

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14
Q

developed a more compact device that could multiply, add, and subtract.

A

1660s - Sir Samuel Moreland

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15
Q

perfected a machine that could perform all the basic operations (add,
subtract, multiply, divide), as well as extract the square root. Modern electronic digital computers still use his principles.

A

1672 - Gottfried Wilhelm von Leibniz (German)

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