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Team:INSA Toulouse/contenu/project/binary reminder
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.texteright{color:#5a6060; font-family:'Open Sans'; font-size:14px; display:block; float:right; width:340px; margin:0 0 50px 0;} | .texteright{color:#5a6060; font-family:'Open Sans'; font-size:14px; display:block; float:right; width:340px; margin:0 0 50px 0;} | ||
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<h3 class="title3">What is a logic gate?</h3> | <h3 class="title3">What is a logic gate?</h3> | ||
| - | <p class=" | + | <p class="texteleft500"><span class="spantitle">AND Gate</span></br> |
<br>For a AND gate, two inputs are needed to have a result egal 1.<p> | <br>For a AND gate, two inputs are needed to have a result egal 1.<p> | ||
<img src="https://static.igem.org/mediawiki/2013/0/0f/Truth_table_AND_gate.png" class="imgcontentright" /> | <img src="https://static.igem.org/mediawiki/2013/0/0f/Truth_table_AND_gate.png" class="imgcontentright" /> | ||
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<p class="texteright"><span class="spantitle">lorem ipsum</span></br> | <p class="texteright"><span class="spantitle">lorem ipsum</span></br> | ||
Revision as of 16:22, 13 August 2013
Project
Binary Reminder
How to count with binary numbers?
For those who doesn’t remember (or who doesn’t have any idea of) binary courses, a little reminder about binary counting is here for you!
| Operation | Result | ||
| Decimal | 5 | 2 | 7 |
| Binary | 1 (1*2^2) 0 (0*2^1) 1 (1*2^0) |
0 (0*2^2) 1 (1*2^1) 0 (0*2^0) |
1 (1*2^2) 1 (1*2^1) 1 (1*2^0) |
What is a logic gate?
AND Gate
For a AND gate, two inputs are needed to have a result egal 1.
lorem ipsum
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TITRE 3 lorem ipsum
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