centered hexagonal number造句

例句与造句

1. Generalized pentagonal numbers are closely related to centered hexagonal numbers.
2. 169 is one of the few squares to also be a centered hexagonal number.
3. The sum of the first centered hexagonal numbers is prime centered hexagonal numbers are cuban primes.
4. The sum of the first centered hexagonal numbers is prime centered hexagonal numbers are cuban primes.
5. 19 is the lowest prime centered triangular number, a centered hexagonal number and a Heegner number.
6. It's difficult to find centered hexagonal number in a sentence. 用centered hexagonal number造句挺难的
7. The th pronic number is also the difference between the odd square and the st centered hexagonal number.
8. Hexagonal numbers should not be confused with centered hexagonal numbers, which model the standard packaging of Vienna sausages.
9. This is exactly the general form of a centered hexagonal number; that is, all of these cuban primes are centered hexagonal.
10. 217 is a centered hexagonal number, a centered 36-gonal number, a Fermat pseudoprime to base 5, and a Blum integer.
11. The difference between and the th centered hexagonal number is a number of the form, while the difference between and the th centered hexagonal number is a pronic number.
12. The difference between and the th centered hexagonal number is a number of the form, while the difference between and the th centered hexagonal number is a pronic number.
13. Centered hexagonal numbers have practical applications in materials logistics management, for example, in packing round items into larger round containers, such as Vienna sausages into round cans, or combining individual wire strands into a cable.
14. When the array corresponding to a centered hexagonal number is divided between its middle row and an adjacent row, it appears as the sum of two generalized pentagonal numbers, with the larger piece being a pentagonal number proper: