5. Using one or more 4 x 3 PLA configurations and no other logic devices, implement these three functions: F = EABC(0, 2, 3, 7) G=EABC(2, 3, 4, 7) H = EACX(3, 4, 6, 7) Draw out the PLA and add the appropriate variables to the inputs and outputs of the circuit and indicate internal connections required using a. Show all work. 11- 12 13 14- 000000 P1 P2 P3 P4 P5 P6 01 02 03.

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---

### Implementing Logic Functions Using PLA

**Problem Statement:**

Using one or more 4 x 3 PLA configurations and no other logic devices, implement the following three functions:

- **F = Σ<sub>ABC</sub>(0, 2, 3, 7)**
- **G = Σ<sub>ABC</sub>(2, 3, 4, 7)**
- **H = Σ<sub>ACX</sub>(3, 4, 6, 7)**

Draw out the PLA and add the appropriate variables to the inputs and outputs of the circuit, and indicate internal connections required using a ●. Show all your work.

**Diagram Explanation:**

The diagram on the right side illustrates a 4 x 3 Programmable Logic Array (PLA). It consists of the following components:

- **Inputs (I1 to I4):** The left side of the diagram features four input lines labeled I1, I2, I3, and I4. These inputs connect horizontally across the diagram to potential connection points marked by dots (●).

- **Product Terms (P1 to P6):** The middle section includes six vertical lines indicating product terms (P1 to P6). Dots are present at intersections where a connection is possible between an input and a product term, signifying where logical operations such as AND can be programmed.

- **Outputs (O1 to O3):** The right side features three outputs (O1, O2, and O3). Each output results from OR operations on the product terms.

**Task Directions:**

- Using the given minterms for F, G, and H, form the connections between inputs (I1 to I4) and product terms (P1 to P6) to implement these Boolean functions.
- Connect the appropriate product terms to the outputs (O1 to O3) to complete the logical function as specified.
- The dots (●) indicate where connections should be made to perform logical operations accurately.

This exercise demonstrates how a PLA can be configured to execute specific logic functions through programmable connections, allowing for flexible and customizable circuit design.

--- 

This content guides learners through understanding and configuring a 4 x 3 PLA to perform specific logic functions, explaining both the problem and the diagram clearly.
Transcribed Image Text:Certainly! Below is the transcription and explanation for an educational website: --- ### Implementing Logic Functions Using PLA **Problem Statement:** Using one or more 4 x 3 PLA configurations and no other logic devices, implement the following three functions: - **F = Σ<sub>ABC</sub>(0, 2, 3, 7)** - **G = Σ<sub>ABC</sub>(2, 3, 4, 7)** - **H = Σ<sub>ACX</sub>(3, 4, 6, 7)** Draw out the PLA and add the appropriate variables to the inputs and outputs of the circuit, and indicate internal connections required using a ●. Show all your work. **Diagram Explanation:** The diagram on the right side illustrates a 4 x 3 Programmable Logic Array (PLA). It consists of the following components: - **Inputs (I1 to I4):** The left side of the diagram features four input lines labeled I1, I2, I3, and I4. These inputs connect horizontally across the diagram to potential connection points marked by dots (●). - **Product Terms (P1 to P6):** The middle section includes six vertical lines indicating product terms (P1 to P6). Dots are present at intersections where a connection is possible between an input and a product term, signifying where logical operations such as AND can be programmed. - **Outputs (O1 to O3):** The right side features three outputs (O1, O2, and O3). Each output results from OR operations on the product terms. **Task Directions:** - Using the given minterms for F, G, and H, form the connections between inputs (I1 to I4) and product terms (P1 to P6) to implement these Boolean functions. - Connect the appropriate product terms to the outputs (O1 to O3) to complete the logical function as specified. - The dots (●) indicate where connections should be made to perform logical operations accurately. This exercise demonstrates how a PLA can be configured to execute specific logic functions through programmable connections, allowing for flexible and customizable circuit design. --- This content guides learners through understanding and configuring a 4 x 3 PLA to perform specific logic functions, explaining both the problem and the diagram clearly.
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