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		<title>Fast Math Tricks</title>
		<link>http://nysmithmath.forumotion.net/fast-math-tricks-f14/-t1.htm</link>
		<description>Quick and easy math tricks to use in problem solving</description>
		<lastBuildDate>Sat, 27 Dec 2008 00:37:56 GMT</lastBuildDate>
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			<title>Fast Math Tricks</title>
			<url>http://intranet.meriden.k12.ct.us/maloney/maloney_WEB/clubs/images/MathSymbols50_000.jpg</url>
			<link>http://nysmithmath.forumotion.net/fast-math-tricks-f14/-t1.htm</link>
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			<title>Quickly multiply numbers close to multiples of 10</title>
			<link>http://nysmithmath.forumotion.net/fast-math-tricks-f14/quickly-multiply-numbers-close-to-multiples-of-10-t44.htm</link>
			<dc:creator>Archis</dc:creator>
			<description>The following is a five minute video providing a smarter way of multiplying numbers close to multiples of 10. Testing the new method versus the speed of a TI-83 calculator, you'll find it much faster.



THE BASIC PRINCIPLE:

(10+X)(10+Y)= 100+ 10X+ 10Y+XY= 10(10+X+Y)+XY



In other word, add the units digit of the second number (Y) to the first number (10+X). This will serve as your hundreds and tens digit (that's why it is multiplied by 10 above.) Add the product of the units digit (XY)  ...</description>
			<category>Fast Math Tricks</category>
			<pubDate>Fri, 26 Dec 2008 02:05:41 GMT</pubDate>
			<comments>http://nysmithmath.forumotion.net/fast-math-tricks-f14/quickly-multiply-numbers-close-to-multiples-of-10-t44.htm#284</comments>
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			<title>How to easily square numbers ending in 5</title>
			<link>http://nysmithmath.forumotion.net/fast-math-tricks-f14/how-to-easily-square-numbers-ending-in-5-t45.htm</link>
			<dc:creator>Archis</dc:creator>
			<description>The following is an easy method to square numbers with a units digit of 5. 

Begin with the multiplication of 65*65 or something similar

Next add one to the tens digit of the number being squared: 6+1=7

Multiply the result with the original number: 6*7= 42

Place this number before 25 to get 4225

This process should work each time



The algebra behind this is as follows:

10X+5 should be represent any number with a units digit of 5.



(10X+5)(10X+5)

100X^2 + 100X + 25

(10X  ...</description>
			<category>Fast Math Tricks</category>
			<pubDate>Sat, 27 Dec 2008 00:37:56 GMT</pubDate>
			<comments>http://nysmithmath.forumotion.net/fast-math-tricks-f14/how-to-easily-square-numbers-ending-in-5-t45.htm#285</comments>
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