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Oct 23rd, 2001, 06:56 PM
#1
Thread Starter
PowerPoster
Really cheesy sqrt function
Code:
int sqrt(int root){
int i = 0;
bool done = false;
while(!done){
i++;
if ((i*i) == root){done = true;}
else if (i == root){cout<<"No whole root";done = true;}
}
return i;
}
ok, this works with whole numbers, but i need something that will work with everything. Any ideas?
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Oct 24th, 2001, 05:42 AM
#2
Thread Starter
PowerPoster
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Oct 24th, 2001, 06:58 AM
#3
transcendental analytic
I think Guv posted a way to approximate the squareroot of real numbers in math's forum
Use  
writing software in C++ is like driving rivets into steel beam with a toothpick.
writing haskell makes your life easier:
reverse (p (6*9)) where p x|x==0=""|True=chr (48+z): p y where (y,z)=divMod x 13
To throw away OOP for low level languages is myopia, to keep OOP is hyperopia. To throw away OOP for a high level language is insight.
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Oct 24th, 2001, 08:53 AM
#4
Do you want the real way? - include math.h -- use sqrt(x)
Another calculated way? exp(log(x)/2)
There are loads of math functions. Edit math.h to see them.
c99 defines a lot fo new ones, MSVC++ aslo has a lot of non-standard add-ons.
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Oct 24th, 2001, 05:40 PM
#5
Thread Starter
PowerPoster
kedaman -- thanks, i'll look for that.
Jim -- also, thanks. but, i am trying to do it from scratch, with my own code, not using any librarys.
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Oct 24th, 2001, 06:09 PM
#6
Fanatic Member
Jim: If I look in math.h, I don't see any functions, just prototypes.
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Oct 24th, 2001, 08:50 PM
#7
Yes - prototypes. Then you can go into help and figure out which function does what.
I didn't realize that what was wanted was an iterative solution like by approximation, for sqaure root.
I posted some of these alogrithms and other similar ones in maths forum - none cheesy, but iterative.
Paul Hseih is a VERY good programmer:
http://www.azillionmonkeys.com/qed/sqroot.html
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Oct 25th, 2001, 04:46 PM
#8
Thread Starter
PowerPoster
thanks jim, thats just what i was looking for.
BTW i have another question. Say i looked at it from a different angle. x^(1/2) is equal to the square root of x. so, i would think that you could make a more versitale function, covering cubed roots, etc. if you could somehow implement this method.
Now, i obviously know that to square a number, you multiply it by itself, but how do you mathematically raise a number to the (1/2) or (1/3) etc power?
thanks.
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Oct 25th, 2001, 05:00 PM
#9
Divide a number's logarithm by by n, then take exp
Code:
double root(double mantissa, double exponent){
if (exponent ==0) return 1;
if (exponent> 0)
return exp(log(mantissa) * exponent);
else
return exp( log(mantissa) / exponent );
}
usage:
v = root(2,-2) gives the sqrt of 2.
There is already a C, C++ function pow() that does this.
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Oct 25th, 2001, 05:03 PM
#10
Thread Starter
PowerPoster
thanks again jim, and also for the prompt reply. But, i am trying to do it without dependency on math.h or other librarys. I am basically trying to learn to do this stuff myself.
Sorry to be a pain, but, do you have any other tips?
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Oct 25th, 2001, 05:11 PM
#11
Use Portal, the search engine for ACM. You have to register (free).
There are hundreds of articles on algorithms. ALot of them are in funky languages like Algol, but you can easily read it.
www.acm.org
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