<h2 id="description"><a aria-hidden="true" tabindex="-1" href="#description"><span class="icon icon-link"></span></a>description:</h2>
<p>Conductance is a measure of a material's ability to conduct electric current. It is the reciprocal of electrical resistance and is expressed in siemens (S). In other words, conductance represents how easily electricity can flow through a material. A higher conductance value indicates that the material allows electric current to pass through it more easily, while a lower value means that the material is more resistant to the flow of electric current.</p>
<p>Conductance can be calculated using the formula:</p>
<p>G = 1/R</p>
<p>where G is the conductance, R is the resistance, and 1/R represents the inverse of resistance.</p>
<p>In an electrical circuit, conductance can also be defined as:</p>
<p>G = I/V</p>
<p>where I is the current flowing through the circuit and V is the voltage across it.</p>
<p>Conductors like metals have high conductance values because they allow electric current to flow easily through them. On the other hand, insulators like rubber or plastic have low conductance values because they resist the flow of electric current. Conductance plays an essential role in various applications such as electronics, power transmission, and electrical engineering.</p>
<h2 id="projects"><a aria-hidden="true" tabindex="-1" href="#projects"><span class="icon icon-link"></span></a>projects:</h2>
<h2 id="classes"><a aria-hidden="true" tabindex="-1" href="#classes"><span class="icon icon-link"></span></a>Classes:</h2>
<p><a href="/academics/EE%20230%20Electronic%20Circuits%20and%20Systems" title="EE 230 Electronic Circuits and Systems">EE 230 Electronic Circuits and Systems</a><br>
<a href="/academics/EE%20224%20Signals%20and%20Systems%20I" title="EE 224 Signals and Systems I">EE 224 Signals and Systems I</a><br>
<a href="/academics/EE%20201%20Electric%20Circuits" title="EE 201 Electric Circuits">EE 201 Electric Circuits</a></p>

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