my birthdate in decimals of the square root of two?
83584
Sqrt(2)=1.4142135623730950488016887242097\nso your b-day is 4/14/1921, which makes you ~85.
889610
3.14159265358979 is as far as I have it memorized.  Yes, I'm a geek.  So your answer is 3.141592653589.\n\nSee?  Easy as pi!
568779
6root2\n\nor the sqaure root of 72\n\nthe decimal form is 8.485281374\n\nsame thing\n\n\nlol by the way, those answers below mine couldnt be more wrong...\n\nthe square root of two definitely ISNT 1\n\nsquare root of 1 is 1\n\nlmfao...sorry sonya... i dont think your brain knows what its doing... may i suggest a transplant? or suicide?
424740
Unfortunately there is not. There is however an algorithm that will allow you to work out square roots by hand.
260438
www.birthdayalarm.com
832512
either square root or erauqs
816839
(17-9)**2+(9-18)**2\n\nthen square root of it will,  give u magnitude
174489
I believe your expression is:\nsqrt(2+2-2+2*pi(30 digits))\n\nThis evaluates to: 2.878052346
369365
move the decimal point to the left 9 spaces.\n.000000004.
1113199
According to my calculations it is 14.285714258714258714258714258714
522185
If you're using windows, the calculator program that comes with the system should be quite adequate. It will even allow you to perform your binary-to-decimal conversion easily. Just switch the calculator mode to scientific (under the view menu), select bin (upper left corner), type in your binary number, and select dec, and there is your answer.\n\nIf you're not using windows... try someone else's advice.
536258
It is not possible to find out sqare root of number by hand.I think Terror2287 is wrong.
126172
I give, isn't 1.414 the square root of 2?
533051
16.3707055437449\n\nYou can use the free online scientific calculator at the link below to solve square root problems.
630128
go to account settings, and check the box where it says show birthday
316466
Another answerer gave an example, but I thought it\nmight help to explain it to.\n\nFor any large (or small) number, move the decimal\npoint to just after the first non-zero digit (so\nthat you end up with a number between 1 and 10.\nThen specify the number of digits that the decimal\nwas moved using the "times 10 to the something power"\nnotation.\n\nFor example, 123 would be "1.23 X 10^2"\nOr .00023 would be "2.3 X 10^-4" \n\n(where "^" means "to the power of")
586565
.121 same as 11 squared but with a decimal in fromt