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C being a language where all variables must be declared and typed, your test doesn't make sense, a is either already, or never will be an integer (i.e. declared as an int).
Perhaps are you asking for some algorithm that will tell is some double precision number is also equal to an integer, in that case look at the ceil and floor functions, but beware that due to rounding errors, you cannot be totally sure.
Also you cannot print a double with %d, you must cast your number to an int, or use %ld as a format.
Well, basicly I want this. I want to take a number, divide it by 2, and if the result is not an integer, then for sure that number is prime and then I want to print it. Problem is I need to check if the result is an integer or not.
Originally posted by Mercurius Well, basicly I want this. I want to take a number, divide it by 2, and if the result is not an integer, then for sure that number is prime and then I want to print it. Problem is I need to check if the result is an integer or not.
A number not divedable by 2 is an odd number. Not a prime.
15 is not a prime and not dividable by 2.
You cannot decide if a number is prime without knowing the prime numbers smaller than this one.
All you can do is start computing the prime numbers and check if this one is one of the list or something like that, but you cannot decide without knowing the smaller prime numbers.
It's already proven that this is an unsolvable problem back in the 40's or 50's.
Last edited by perfect_circle; 10-19-2005 at 05:25 PM.
Originally posted by Mercurius
Well, basically I want this. I want to take a number, divide it by 2, and if the result is not an integer, then for sure that number is prime and then I want to print it. Problem is I need to check if the result is an integer or not.
Prime? You test woul only show that the number (if an integer) was odd not prime. "Prime" means the the only divisors of the number are 1 and the number itself.
There are many ways to test a number for "primeness," but the number of operation required to do so increases exponentially with the size of the number being tested. (It's an "NP-complete" problem.)
Try "google" for details.
Oh, a quick test for the parity of an integer is to look at its last bit. If it's zero, the number is even, if one, it's odd. That is, for an integer, just use