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what is your formula?


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5414660_8716bf615a.jpg

:g (the expression on the left hand side of aparaxas formula gives 18,999098... or something like that, so its a close approximation to a fancy way of writing 19...) (and if the 9 on your calculator isn't working anymore and you don't want to write 8+1 this is another way to go, no, not very funny)

Edited by Niko
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Professor Weirdo: Six drops of Essence of Terror, Five drops of Sinister Sauce;

Count Kook: When the stirring's done, can I lick the spoon?

Professor Weirdo: Of course! A-ha! Of course! Now for a pinch of tenderness But I must use only a touch, For without a touch of tenderness He might destroy me!

[Kook accidentally knocks Weirdo's arm]

Professor Weirdo: OOPS! Too much!

[with stethoscope]

Professor Weirdo: Better hold your breath; it's starting to tick!

Count Kook: Better hold my hand; I'm feeling sick!

[the monster arises]

Milton The Monster: Hello, Daddy!

Professor Weirdo: Good heavens! What have I done?

Milton The Monster: I'm Milton, your brand new son!

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http://www.1728.com/quadratc.htm

who of us can ever forget this from 7th grade math?

I went to a Catholic school in 7th grade. We were still learning fractions.

I wasn't in Catholic school but I know I didn't encounter quadratics before eighth grade, and I was in "advanced" math. Most of my classmates didn't get it until 9th grade.

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An *easy* formula to extract a square root (cover of aparxa from a famous Newton standard) :

If you need the sqrt of x (ex 34), take the closer perfect number r^2 of x (36). An approximation of the sqrt of x (34) is the fraction (mean of two numbers)/r = 35/6

If M is this mean (M=35), and b the half difference of the first numbers (b=(36-34)/2=1), then

sqrt(x) =approx= M/r

and for fans of mental calculation, we can use this second order formula :

sqrt(x) =approx= M/r -b^2/(2Mr) =example= 35/6-1/(2*35*6)=2449/420

I also have a FABULOUS formula to calculate inverse numbers, will expose it later.

Edited by aparxa
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I also have a FABULOUS formula to calculate inverse numbers, will expose it later.

Good idea...too much too fast could be a problem! :lol:

1/49=0.02040816326....

1/97=0.010309278...

etc ...

Ain't it beautiful :-?

I've looked at that three times already (once for each posting) and I've only just seen it. Does it really go on like that forever?

MG

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