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| - | When multiple inputs control a single output, it may help to organize all of the possible combinations into a form known as a "truth table" | ||
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| - | When creating a truth table for binary conditions (like and on/off switch), it helps to follow a pattern. | ||
| - | Inputs Output | ||
| - | Switch Positions Load Condition | ||
| - | A B C Result | ||
| - | 0 0 0 ? | ||
| - | 0 0 1 ? | ||
| - | 0 1 0 ? | ||
| - | 0 1 1 ? | ||
| - | 1 0 0 ? | ||
| - | 1 0 1 ? | ||
| - | 1 1 0 ? | ||
| - | 1 1 1 ? | ||
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| - | Can you find any patterns in the input columns of this truth table? | ||
| - | Test each of the eight input conditions, and record the output result. | ||
| - | Can you find any patterns in the output? Did you discover anything by using this table that you did not notice when you first explored the circuit boxes? | ||
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| - | [[Next|Logical_Terms]] | ||
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