Properties of powers: Revision history

From Applied Science

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  • curprev 21:1421:14, 28 January 2022Wikiadmin talk contribs 6,439 bytes +6,439 Created page with "I was told at some numerical methods class that addition is a function. If you take a second look at powers, they are also a function. They are taking a number, another number and producing a third. Much like addition. Plotting graphs of <math>a^x</math> helps to see powers as functions. * <math class="big">a^m \cdot a^n = a^{m \ + \ n}</math>. Why not <math class="big">a^{m \cdot n}</math>? First because of the property below. <br /><br />Let's call <math class="big">..."