How Ancient Egyptians Did Math

Michael S. Schneider explains how the ancient egyptians (and chinese) and modern computers multiply and divide.

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Picture of woschman39 achievements

+35 1. woschman commented 9 years ago

It actually felt more easy then the way I learned :O really liked this method. Good for counting in head
Picture of Break-a-leg27 achievements

+10 2. Break-a-leg commented 9 years ago

It really sounds extremely easy, but I couldn't do it by heart. I'd have to use paper for this.
Besides, what happens when something can't be divided without decimals? How do you count then?
Lets say: 23 / 2
that would be:

1 - 2 = 1
2 - 4 = 1
4 - 8 = 0
8 - 16 = 1
leaving only 1. Which will lead to decimals. Adding 10 to the decimals gives us 1.0 (or 10)
1 - 2 = 1
2 - 4 = 0
4 - 8 = 1

So the answer should be: 11,5
*grabs calculator*
Friggin hell, it works.

It doens't really work well to try this with large numbers.. A long division still works better then.
Picture of Meowman23 achievements

+26 3. Meowman commented 9 years ago

Why don't they teach this in schools?
Picture of blockedusername29 achievements

+5 4. blockedusername commented 9 years ago

well i will try this on my next IB math test and hope to get a better grade :) hope my teacher will understand...he's indian, dont think he knows this yet :D
Picture of cretia27 achievements

+1 5. cretia commented 9 years ago

#2 its easier to think of 20 half that is 10 half of 3
Picture of mmmendal46 achievements

+3 6. mmmendal commented 9 years ago

When we were taught in school we were forbidden to use calculators and thus for me it is still much easier to use the decimal system. This system may be useful in dealing with large numbers by hand though.
One of my math teachers said that we use decimal system cause humans have 10 fingers (digits).
Picture of Mellow14 achievements

+9 7. Mellow commented 9 years ago

No Country for Old Men guy.
Picture of Esthreel42 achievements

+1 8. Esthreel commented 9 years ago

I would count this by rounding numbers and subtracting the difference. So it would be (in my mind): 10x25x2-(3x25)=425. Is this how everybody does it?
Picture of Sephir21 achievements

+1 9. Sephir commented 9 years ago

ha...machine code. cool. its actualy a real acurate way of how it works and
#3 they do teach these in school, but for computer engeneers
Picture of banzemanga46 achievements

+1 10. banzemanga commented 9 years ago

I am Computer Engineering student and never learned that. :S
Picture of Teqskater32 achievements

+1 11. Teqskater commented 9 years ago

I understand the rules as showed in the video but....what about what #2 said. What about decimals. His aproach works but i dont see the rules the obviously of his system. Man this comes in handy. whit this im much faster in calculating. Makes more sense. Realy.

Only the decimals. How should you work with that?
Picture of huldu34 achievements

+1 12. huldu commented 9 years ago

Well, computers doesn't have a problem with it. He just didn't show how computers does it. I liked this a lot because it is pretty simple and basic. Of course it probably gets a little more "complicated" when you start using decimals. I'm sure someone here knows how computers does it. Translate that into this and voila, you have the answer.
Picture of Fapkins17 achievements

+1 13. Fapkins commented 9 years ago

#7 lol... I thought the same thing. Anton Sugar is teaching math now?
Picture of Slap_chop_ninja36 achievements

+1 14. Slap_chop_ninja commented 9 years ago

It would appear that imperial measurements are also based on the power of 2.
Inches, pounds, ounces and gallons.
Picture of BabyJLE32 achievements

+1 15. BabyJLE commented 9 years ago

I got lost at when he said mathematich, lol did I even spell that right?
Picture of Tabur24 achievements

+1 16. Tabur commented 9 years ago

Everything he says (except the electricity and no electricity part) is true. Yet, they teach us times tables because its much faster already knowing the answer than having to solve it, so don't try to be a smartass mr.

btw, its low voltage vs high voltage (high being a merely 3-5 volts) in computers logic. If you cut the power to a circuit its not the same as saying 0, its just weird. 0 means low voltage.
Picture of metro18 achievements

+1 17. metro commented 9 years ago

in the 1075 divided by 25 what instead if it was 1093 divided by 25.3 -
Picture of Eddie8747 achievements

+1 18. Eddie87 commented 9 years ago

23 / 2

1=1 2=1
2=1 4=1
4=0 8=0
8=1 16=1

2+4+16= 22 now you know that you miss 1 to get 23 so you 1 / 2 = 0.5

1+2+8= 11 + 0.5= 11.5 8-)
Picture of mescaline41 achievements

+5 19. mescaline commented 9 years ago

I just liked maths for a second.
Picture of roady24 achievements

+2 20. roady commented 9 years ago

The maths used by computers is simpler, because they are, but takes more speed, which they have. Our maths is more complicated, because we are, but takes fewer calculations. The maths we do does take more learning, and more understanding. Hopefully, for a while at least, we are still smarter. We are working on computers that can program themselves, and when they do succeed (next few decades), life is going to get very interesting indeed.
But in the meantime, would you rather be proud about how dumb you are, or how smart you are?
Picture of Teqskater32 achievements

0 21. Teqskater commented 8 years ago

#2. I think but i may be not correct at al, you can leave out the comma at first and place it later on. Just count the number of numbers on the right side. That's the number of places from right to left that you need to count in the solution before re-placing the comma.
I'm sorry that i can't explain this better. It's because English isn't my native language.

Besides this al i want to state that i always had problems with calculating and calculating efficiently in my head. But somehow maths have always interested me. I guess i just want to know how.
Picture of SquidCap18 achievements

0 22. SquidCap commented 7 years ago

Things get a lot more complicated if you use numbers that are not chosen to fit this way of calculating. Take any prime and put them up there. 1075/25 is very simple to do with either system, 1069/23 is not.

Also multiplying large numbers in your head is easier with powers of ten system than binary that almost always needs a pen and a paper. The main difference is length of the sequence. 632 is way easier to remember than "1001111000"..