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Monday, July 18, 2005 - 11:44 AM
The trick I am going to explain is called the cross-multiplication technique... but not the one you know.Lets start with 123 * 456.
^Step 1--- arrange the numbers in order (one on top of the other) your pick. 123 456 ---------- start by first multiplying 6*3=18. write down the 8 and carry the 1 mentally. 123 456 ---------- CARRY 1 ----8 ^Step 2---- attempt to form an invisible X It may not sound simple at first but I'll explain. Start by observing the 6 & 2, then the 5 & 3. Make a line between those numbers and you will get an X. Now multiple 6*2=12 PLUS(+) 5*3=15 so 12 + 15 = 27 27 + 1 (the carry)= 28 Now write down the 8 and carry the 2 mentally. 123 456 ---------- CARRY 2 ---88 ^Step 3--- now examine the numbers 6 & 1, 4 & 3, then in the middle 2 & 5. Multiply them and add em' all up: 6*1=6 + 4*3=12 + 5*2=10 so 6 + 12 +10 = 28 PLUS carry 2 = 30. Write down the 0 and carry the 3. 123 456 ---------- CARRY 3 --088 ^Step 4--- Now we will attempt the invisible X for the last time. This time take notice of the numbers 5 & 1, 4 & 2 multiply them and add em' all up: 5*1=5 + 4*2=8 so 5 + 8 = 13 PLUS carry 3 = 16. Write down the 6 and carry the 1. 123 456 ---------- CARRY 1 --6088 ^Step 5 (final step)--- In the beginning we started by multiplying 6 & 3. Now we will multiply 4 & 1. so 4*1=4 + carry 1 = 5 Write it down and the behold the FINAL ANSWER! 123 456 ---------- 56088 Nothing in this world is easy to learn at first shot, so give it some time like I did and become a master at the skill. It just might help you in the long run because I myself can multiply any two 3-digit numbers in my head in less than 5 seconds (using the method I just explained) and I'm getting better. Good luck! |
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this techgnique is from the book. 5 years ago, I discover the same technique, but it was already published in a math book. This is a good discovery to get any amateur mathematician to get started, but they must continue in this path.
It is one I know :),its a Vedic Sutra,called"Vertically and Cross-Wise",I use it often!,but it is a good one!
http://vedicmaths.org
ex:(for four digits)
1. column 4
2. columns 3,4
3. columns 2,3,4
4. columns 1,2,3,4 (crossing columns 2 and 3)
5. columns 1,2,3
6. columns 1,2
7. column 1
Another New Way to Multiply
If you haven't seen the line-intersection video he references, check it out too.
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