Chapter 2 Binary Values And Number Systems Flashcards

1
Q

(Number Categories)
What is a natural number?

A

Includes the number 0 or any number obtained by repeatedly adding 1 to this number.

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2
Q

(Number Categories)
What is a integer

A

Is any natural number or any negative numbers?

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3
Q

(Number Categories)
What is rational number?

A

Is an integer or the quotient of two integers - that is any value that can be expressed by a faction.

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4
Q

Define “Number System”

A

The number system is simply a system to represent or express numbers. There are various types of number systems.

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5
Q

What does the base determine?

A

The base of a number system determines the total number of digits and value of digit position.

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6
Q

What digit does every base begin with?

A

0

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7
Q

What number system includes the digits 0-9

A

Decimal System

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8
Q

What is the number system with base 2.

A

Binary System

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9
Q

What numbers are inculded the Octal System?

A

0 - 7

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10
Q

What base is the hexidecimal system?

A

Base 16

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11
Q

Define Positional Notation

A

The base of the number of digits and value digit position.

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12
Q

binary addition- what is 0+0+?
0+1=?
1+0=?
1+1=?

A

Binary addition:
* 0+0=0,
* 0+1=1,
* 1+0=1,
* 1+1=0 with carry of 1

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13
Q

binary addition what is
1+1+1=?

A

1 with a carry 1

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14
Q

how do you convert 642 to base 8

A

642 to base 8
2x8(0) = 2 x 1 = 2
4x8(1) = 4 x 8 = 32
6x8(2) = 6 x 64 = 384
base 10 = 418

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15
Q

binary subtracting
0-0=?
0-1 = ?
1-0=?
1-1=?

A

binary subtracting
0-0=0
0-1 = -1 but you have to borrow 2 from ahead
1-0=1
1-1=0

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16
Q

convert DEF to base 16

A

DEF to base 16
15x16(0) = 15 x 1=15
14x16(1) = 14 x 16=224
13x 16(2) = 13 x 256 = 3,328
total 3567

17
Q

explain how to do positional notation?

A

Positional Notation
-get to base 10

Step 1
-find what position each symbol is

Step2
-number x base with the position

Step 3
-get rid of the powers
Ex 10x10x10
The “power too” mean how many 10 there is
You just need to multiply it out

18
Q

how do you convert binary to base 8

A

converting binary to 8 - making groups of 3 because 2(3)=8

-marks groups of three from right

-convert each group