The first five prime numbers are 2, 3, 5, 7, 11. The sum of these five numbers is 28.
Assuming the first five numbers is meant to refer, not to the first five real numbers but to the first five positive integers, the answer is 1*2*3*4*5 = 120
Legendre's proof relating to Hexagonal Numbers and the significance of the number 1791 has been improved upon by Duke and Schulze-Pillot (1990) to just three hexagonal numbers for every sufficiently large integer. There are 13 positive integers within the range 5 to 130 that cannot be represented by only 4 hexagonal numbers. Only the integers 11 and 26 require 6 hexagonal numbers. This is quite a technical subject and source material can be viewed at the link below.
3.1415
1,2,3,4,5
The first five whole numbers are: 01234. The first five natural numbers are: 12345.
A hexagonal prism has hexagons at each end whereas a hexagonal pyramid has a hexagonal base and an apex. The numbers of faces, shapes of the faces, numbers of edges and vertices are all different.
A hexagonal prism has hexagons at each end whereas a hexagonal pyramid has a hexagonal base and an apex. The numbers of faces, shapes of the faces, numbers of edges and vertices are all different.
A hexagonal prism does not have five faces, it has eight.
Yes
The sum of the first five whole numbers is 10.
The first five prime numbers are 2, 3, 5, 7, 11. The sum of these five numbers is 28.
The first five abundant numbers are 12, 18, 20, 24, and 30.
Assuming the first five numbers is meant to refer, not to the first five real numbers but to the first five positive integers, the answer is 1*2*3*4*5 = 120
its ur six time tables
it is 6n
Legendre's proof relating to Hexagonal Numbers and the significance of the number 1791 has been improved upon by Duke and Schulze-Pillot (1990) to just three hexagonal numbers for every sufficiently large integer. There are 13 positive integers within the range 5 to 130 that cannot be represented by only 4 hexagonal numbers. Only the integers 11 and 26 require 6 hexagonal numbers. This is quite a technical subject and source material can be viewed at the link below.