M4S1 Flashcards

1
Q

has a base of 10.

A

Decimal number system

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2
Q

are used to represent data in our

computers.

A

Binary numbers

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3
Q

has a base of 8.

A

octal number system

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4
Q

has a base of 16

A

Hexadecimal number system

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5
Q

The Hexadecimal digit X is equivalent to the decimal

number 10

A

A

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6
Q

Hexadecimal digit X is equivalent to

the decimal number 15.

A

F

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7
Q

the true language of computer since it is

operated into two state.

A

Binary number

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8
Q

total number of
unique symbols
available in that
system.

A

The radix, or base, of

a number system

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9
Q

is the writing of numbers in the
base-ten numeral system, which uses various
symbols (called digits) for ten distinct values (0, 1, 2,
3, 4, 5, 6, 7, 8 and 9) to represent numbers.

A

Decimal notation

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10
Q

indicates the start of a fractional par

A

decimal separator

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11
Q

is a positional numeral system; it

has positions for units, tens, hundreds, etc

A

decimal system

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12
Q

its place value is based on the number two.

A

binary system

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13
Q

we have the one’s place, the two’s
place, the four’s place, the eight’s place, the sixteen’s
place, and so on.

A

binary system

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14
Q

in a binary system, each place in the number represents X the
place to its right.

A

two times (2X’s)

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15
Q

Binary number system has a base, or radix, of

A

2

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16
Q

Binary

numbers are composed of two symbols:

A

0 and 1

17
Q

are composed of eight symbols:

A

Octal numbers

18
Q

ne octal digit is equivalent to

A

three binary

digits

19
Q

is equivalent to four

binary digits

A

one hexadecimal digit

20
Q

Converting a decimal number to a binary number is
done by X the decimal number by
2 on the left side of the radix.

A

successively dividing

21
Q

D to B:

If you will have a fractional part of the given decimal,
successively multiplying the decimal number by 2 on
the X side of the radix.

A

right