sandy.bridge said:Homework Statement
Is there some sort of method for converting a truth table into logic gates? The diagram contains 8 MOSFETS, 4 inputs. I have developed a truth table but have since been asked to convert to logic diagram using AND, OR, and invert gates only. Or is it trial and error? I have 16 rows, 4 inputs each, and an output, along with which MOSFETS are on or off.
Truth tables are tables that show the output of a logical expression for every possible combination of input values. Logic gates are physical or electronic devices that perform logical operations based on the input values. They are used to represent the logic in a truth table.
The purpose of truth tables and logic gates is to represent and analyze logical expressions and circuits. They are essential tools in digital electronics and computer science, as they allow us to understand and design complex logical systems.
To create a truth table from a logical expression, you need to list all the possible combinations of input values and calculate the output for each combination. The number of rows in the truth table will be equal to 2^n, where n is the number of inputs. Then, you can fill in the output column based on the logical operations performed by each logic gate.
Truth tables and logic gates have a direct relationship, where truth tables represent the logical expressions and logic gates represent the physical or electronic devices that perform the logical operations. Each row in a truth table corresponds to a specific input combination that is processed by the logic gates to produce the corresponding output.
Yes, truth tables and logic gates can be used to solve real-world problems, especially in the fields of digital electronics and computer science. They are used to design and analyze logical circuits that are used in various electronic devices and systems. Additionally, they are also used in programming and software development to create logical operations and decision-making processes.