This document contains 4 logic circuit exercises represented as truth tables. Each exercise shows the logic expression, variables A, B, C, and D, and the output S. The exercises get progressively more complex, moving from a single term to a multi-term expression simplified using Karnaugh maps.
This document presents an algebraic Boolean expression and simplifies it through a series of steps. The initial expression is (b + 1) · a · a' + c · c + b · 0 + c = a + c. Through algebraic manipulation of Boolean operators like +, ·, and ', this expression is simplified down to the single term ab'.
The document describes converting functions into NAND and NOR gates. For a function F(s) with inputs a, b, and c, the document shows how to rewrite the function using only NAND gates by factorizing terms like (ab) + (bc) + (ac) into ((ba) · bc · (ac)). Similarly, it rewrites the function using only NOR gates by factorizing terms like ab + bc + ac into b + (a + c) + (a + c).
El documento presenta tablas de verdad para operadores lógicos comunes como AND, OR, NOT, NOR, NAND, XOR y XNOR. Cada tabla muestra las entradas de los operandos A y B y la salida S para cada combinación posible de valores de entrada.
This document contains 4 logic circuit exercises represented as truth tables. Each exercise shows the logic expression, variables A, B, C, and D, and the output S. The exercises get progressively more complex, moving from a single term to a multi-term expression simplified using Karnaugh maps.
This document presents an algebraic Boolean expression and simplifies it through a series of steps. The initial expression is (b + 1) · a · a' + c · c + b · 0 + c = a + c. Through algebraic manipulation of Boolean operators like +, ·, and ', this expression is simplified down to the single term ab'.
The document describes converting functions into NAND and NOR gates. For a function F(s) with inputs a, b, and c, the document shows how to rewrite the function using only NAND gates by factorizing terms like (ab) + (bc) + (ac) into ((ba) · bc · (ac)). Similarly, it rewrites the function using only NOR gates by factorizing terms like ab + bc + ac into b + (a + c) + (a + c).
El documento presenta tablas de verdad para operadores lógicos comunes como AND, OR, NOT, NOR, NAND, XOR y XNOR. Cada tabla muestra las entradas de los operandos A y B y la salida S para cada combinación posible de valores de entrada.
Este documento presenta una serie de ejercicios de circuitos mixtos con instrucciones en varios idiomas. Incluye ejercicios de circuitos eléctricos con componentes como resistencias, baterías y cables. Solicita al lector que complete cada circuito siguiendo las instrucciones proporcionadas.
Este documento presenta una serie de ejercicios de circuitos mixtos con instrucciones en varios idiomas. Incluye ejercicios de circuitos eléctricos con componentes como resistencias, baterías y cables. Solicita al lector que complete cada circuito siguiendo las instrucciones proporcionadas.