
Logic gates | AP CSP (article) | Khan Academy
The logic gates that we've presented here are abstract representations of real devices. A logic gate describes any device that can take in values of 0 or 1 and output a 0 or 1 according to its truth table.
Logic gates - AP CSP (practice) | Khan Academy
A truth table shows the output values for a logic gate based on a set of input values. Complete this truth table for an AND gate by entering either 0 or 1 in the output column:
Logic circuits - AP CSP (practice) | Khan Academy
Check your understanding of how simple logic circuits of AND/OR/NOT gates can output 0 or 1 based on inputs, in this set of free practice questions designed for AP Computer Science Principles students.
Logic Gate Puzzler - Khan Academy
This puzzle game is based on the concept of logic gates. Logic gates deal with binary (on/off) inputs and outputs. The output of a logic gate is always a function of its inputs.
Logic circuits | AP CSP (article) | Khan Academy
There are 7 basic logic gates : AND, OR, XOR, NOT, NAND, NOR and XNOR. But there are only two universal gates ( you can get any boolean expression ( true or false , 0 or 1) from these gates ) which …
Standards Mapping - Virginia Math | Khan Academy
DM.LR.3 The student will apply Boolean algebra to represent and analyze the function of logical gates and circuits. DM.LR.3.a Explain basic properties of Boolean algebra: duality, complements, and …
Logical operators (article) | Khan Academy
A truth table summarizes the result of all possible input combinations. Truth tables give us another way to visualize how expressions with logical operators evaluate.
The Logic of "If" vs. "Only if" (article) | Khan Academy
Are "if only" statements different from "if and only if" statements? I know the truth table for the latter so if the former is different, what would the truth table look like then?
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Language: Conditionals, Part 1 (video) | Khan Academy
At the same time, the truth table shows Mitt could refuse to repair a broken net. The truth values do not map to any logic gates, because the hypotheses are unrelated.