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Learn about the binary numbering system, Boolean logic, and gates in circuit design. Explore binary storage devices and circuit construction algorithms. Examples of circuit design and construction included.
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Chapter 4 The Building Blocks: Binary Numbers, Boolean Logic, and Gates
Figure 4.1 – The Binary Numbering System – Distinction Between the External and the Internal Representation of Information
The Binary Numbering System – Mantissa and Exponent After Normalization
Figure 4.4 Binary Storage Devices – Using Magnetic Cores to Represent Binary Values
Binary Storage Devices – Figure 4.5 - Relationships Among Transistors, Chips and Circuit Boards
Figure 4. 6 Binary Storage devices – Simplified Model of a Transistor
Boolean Logic and Gates – Figure 4.11 Construction of an AND Gate from Two Transistors
Boolean Logic and Gates – Figure 4.12 Construction of an OR Gate from Two Transistors
Boolean Logic and Gates – Figure 4.13 Construction of a NOT Gate from One Transistor
Building Computer Circuits – Figure 4.14 Diagram of a Typical Computer Circuit
A Circuit Construction Algorithm – Figure 4.15 Circuit Diagram for the Output Labeled Output - 1
Examples of Circuit Design and Construction – Figure 4.17 One-Bit Compare-for-Equality Circuit
Examples of Circuit Design and Construction – Figure 4.18 N-Bit Compare-for-Equality Circuit
Examples of Circuit Design and Construction - Figure 4.19 The 1-ADD Circuit and Truth Table
Examples of Circuit Design and Construction – Figure 4.20 Sum Output for the 1-ADD Circuit
Examples of Circuit Design and Construction – Figure 4.21 Complete 1-ADD Circuit for 1-Bit Binary Addition
Examples of Circuit Design and Construction – Figure 4.22 The Complete Full Adder ADD Circuit
Control Circuits –Multiplexor Circuit is a Circuit that has 2N input lines and 1 Output line.
Examples of Circuit Design and Construction – Figure 4.23 A Two-Input Multiplexor Circuit
Examples of Circuit Design and Construction – Figure 4.25 Example of the Use of a Decoder Circuit
Examples of Circuit Design and Construction – Figure 4.26 Example of the Use of a Multiplexor Circuit