Numbers 4,200,000,000s

A page of the Numeropedia - the Special Encyclopedia of Numbers

4,000,000,000 4,100,000,0004,200,000,0004,300,000,0004,400,000,000

4,500,000,0004,600,000,0004,700,000,0004,800,000,000 – 4,900,000,000

All Numbers[1B] – [2B] – [3B] – [4B] – [5B] – [6B] – [7B] – [8B]  – [9B] & [10B]

1  - 10 - 100  - 1000 - 10,000 - 100,000 - 1M - 10M - 100M1B10B - 100B - 1T - 10T - 100T - 1Q ...

4,219,753,086

[Math.]   Three numbers 2,109,876,543, 2,109,876,543×2 = 4,219,753,086 and 2,109,876,543×4 = 8,439,506,172 are all pan-digital numbers. Hence, a pan-digital number factorization: 4,219,753,0862 = 2,109,876,543×8,439,506,172.

 

4,222,400,400

[Math.]   Sum of the first 360 cube numbers:

13+…+3603 = 4,222,400,400 = (1+2+…+360)2 = 64,9802.

 

4,269,446,281

[Math.]   Sum of the first 361 cube numbers:

13+…+3613 = 4,269,446,281 = (1+2+…+361)2 = 65,3412.

 

4,294,967,295

[Math.]   The largest possible odd number of sides of a regular polygon which is constructible by using only straightedge and compass. Product of the first 5 Fermat prime numbers: 4,294,967,295 = 3´5´17´257´65,537.

 

4,294,967,297

[Math.]   The smallest composite Fermat number: (1+2^(25)) = 1+232 = 4,294,967,297 = 641´6,700,417 = 622642+204492.

 

x,yzw,abc,def

[Math.]  For any x,yzw = 1000 to 9999, there are always six 6-digit numbers abc,edf such that x,yzw +abc,def is equal to one of 6 digit-rotations of 142,857 and the number x,yzw,abc,def is a multiple of 142,857.

 

 For any x,yzw = 1000 to 9999, there are always twelve 6-digit numbers abc,edf such that x,yzw +abc,def is equal to one of 12 digit-rotations of 076,923 or 153,846 and the number x,yzw,abc,def is a multiple of 76,923.