例句與造句

1. Generalized Fermat numbers can be prime only for even a, because if a is odd then every generalized Fermat number will be divisible by 2.
2. Generalized Fermat numbers can be prime only for even a, because if a is odd then every generalized Fermat number will be divisible by 2.
3. If a is a perfect power with an odd exponent, then all generalized Fermat number can be algrabic factored, so they cannot be prime)
4. Besides, we can define " half generalized Fermat numbers " for an odd base, a half generalized Fermat number to base " a " ( for odd " a " ) is \ frac { a ^ { 2 ^ n } + 1 } { 2 }, and it is also to be expected that there will be only finitely many half generalized Fermat primes for each odd base.
5. Besides, we can define " half generalized Fermat numbers " for an odd base, a half generalized Fermat number to base " a " ( for odd " a " ) is \ frac { a ^ { 2 ^ n } + 1 } { 2 }, and it is also to be expected that there will be only finitely many half generalized Fermat primes for each odd base.
6. It's difficult to find generalized fermat numbers in a sentence. 用generalized fermat numbers造句挺難的