<hr />
<h2 id="menu"></h2>Here are the basic topics:
<hr />
<a class="post-section-overview" href="#num1">1. Linear Runtime</a> 
<a class="post-section-overview" href="#num2">2. Logarithmic Runtime</a> 
<a class="post-section-overview" href="#num3">3. Quadratic Runtime</a> 
<a class="post-section-overview" href="#num4">4. Cubic Runtime</a> 
<a class="post-section-overview" href="#num5">5. Quasilinear Runtime</a> 
<a class="post-section-overview" href="#num6">6. Exponential Runtime</a> 
<a class="post-section-overview" href="#num7">7. Factorial/Combinational Runtime</a> 
<hr />
<h2 id="num1"></h2>1. Linear Runtime
<hr />
<a class="post-section-overview" href="#menu">&gt;&gt;Return to Menu</a> 
Constant Time:
<pre><code>O(1)
</code></pre>Worse Case:
<pre><code>O(n)
</code></pre><hr />
<h2 id="num2"></h2>2. Logarithmic Runtime
<hr />
<a class="post-section-overview" href="#menu">&gt;&gt;Return to Menu</a>
<pre><code>O(log n)
</code></pre><hr />
<h2 id="num3"></h2>3. Quadratic Runtime
<hr />
<a class="post-section-overview" href="#menu">&gt;&gt;Return to Menu</a>
<pre><code>O(n2)
</code></pre><hr />
<h2 id="num4"></h2>4. Cubic Runtime
<hr />
<a class="post-section-overview" href="#menu">&gt;&gt;Return to Menu</a>
<pre><code>O(n3)
</code></pre><hr />
<h2 id="num5"></h2>5. Quasilinear Runtime
<hr />
<a class="post-section-overview" href="#menu">&gt;&gt;Return to Menu</a>
<pre><code>O(nlog n)
</code></pre><hr />
<h2 id="num6"></h2>6. Exponential Runtime
<hr />
<a class="post-section-overview" href="#menu">&gt;&gt;Return to Menu</a>
<pre><code>O(10n)
</code></pre><hr />
<h2 id="num7"></h2>7. Factorial/Combinational Runtime
<hr />
<a class="post-section-overview" href="#menu">&gt;&gt;Return to Menu</a>
<pre><code>O(n!)
</code></pre>#End
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<hr>
<h2 id=menu></h2>**Here are the basic topics:**
<hr>
[1. Linear Runtime](#num1) 
[2. Logarithmic Runtime](#num2) 
[3. Quadratic Runtime](#num3) 
[4. Cubic Runtime](#num4) 
[5. Quasilinear Runtime](#num5) 
[6. Exponential Runtime](#num6) 
[7. Factorial/Combinational Runtime](#num7) 

<hr>
<h2 id=num1></h2>**1. Linear Runtime**
<hr>
[**>>Return to Menu**](#menu) 
Constant Time:
```
O(1)
``` 
Worse Case:
```
O(n)
``` 

<hr>
<h2 id=num2></h2>**2. Logarithmic Runtime**
<hr>
[**>>Return to Menu**](#menu)

```
O(log n)
``` 

<hr>
<h2 id=num3></h2>**3. Quadratic Runtime**
<hr>
[**>>Return to Menu**](#menu)

```
O(n2)
``` 

<hr>
<h2 id=num4></h2>**4. Cubic Runtime**
<hr>
[**>>Return to Menu**](#menu)

```
O(n3)
``` 

<hr>
<h2 id=num5></h2>**5. Quasilinear Runtime**
<hr>
[**>>Return to Menu**](#menu)

```
O(nlog n)
``` 

<hr>
<h2 id=num6></h2>**6. Exponential Runtime**
<hr>
[**>>Return to Menu**](#menu)

```
O(10n)
``` 

<hr>
<h2 id=num7></h2>**7. Factorial/Combinational Runtime**
<hr>
[**>>Return to Menu**](#menu)

```
O(n!)
``` 








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© 2022

Algorithms and Data Structures Basics

By Ifeanyi Omeata