<p>Computers can only store 0’s and 1’s</p> <p>Data - numbers, text, images, and sounds - are stored as 0’s and 1’s. Computers can only perform addition.</p> <p>Yet we do all arithmetic calculations, read letters, see many colors, images, and videos, and hear sounds and music. How does a computer do all this?</p> <p>What is binary and Hexadecimal? How do computers make a series of 0’s and 1’s represent a color or a sound? How do different letters appear when you type? How does a computer that can only add two numbers, perform subtraction, multiplication, and division?</p> <p>I will inform you</p>

<p>An implementation of the CHAIN RULE which helps eliminate errors.</p>

<p>Computers can only store 0’s and 1’s<br /> Data - numbers, text, images, and sounds - are stored as 0’s and 1’s. Computers can only perform addition.</p> <p>Yet we do all arithmetic calculations, read letters, see many colors, images, and videos, and hear sounds and music. How does a computer do all this?</p> <p>What is binary and Hexadecimal? How do computers make a series of 0’s and 1’s represent a color or a sound? How do different letters appear when you type? How does a computer that can only add two numbers, perform subtraction, multiplication, and division?</p> <p>I will inform you</p>

<p>PPT</p> <ul> <li>history</li> <li>Winter sports</li> <li>venues</li> </ul>

<p>owners investments<br /> goods sold by cash and on account<br /> purchase inventory and equipment<br /> paid expenses<br /> return of goods sold<br /> deposit of credit card sales<br /> prepaid revenue<br /> split payments (cash and on account)<br /> Depreciation</p>

<p>Student work sheet of Transactions:</p> <ul> <li>owners investments</li> <li>goods sold by cash and on account</li> <li>purchase inventory and equipment</li> <li>paid expenses</li> <li>return of goods sold</li> <li>deposit of credit card sales<br /> Blank forms:</li> <li>Journal</li> <li>Ledger Accounts</li> <li>Trial Balance<br /> Answer Key</li> </ul>

<p>**Power Point presentation with a new method for teaching and solving Integration-by-Parts problems. Uses a table, and is great for visual learners. Many examples and exercises with full solutions</p>

<p>The proof of limit of sinx / x as x approaches zero, without using l’Hôpital’s Rule.</p> <p>I use many graphics and color to help the visual learners in my class.<br /> This also demonstrates the detail I use on all my learning materials.</p>