Numbers 16,000s

A page of the Numeropedia - the Special Encyclopedia of Numbers

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16,000

[EECS]  16K(W) is one of standard numerical values for resistors (of tolerance class 5%).

[Game]  In the popular TV game show “Who Wants to be a Millionaire?”, a contestant has to answer correctly 15 questions to step up the fixed prizes in U.S.\$: 100, 200, 300, 500, 1000, to 2000, 4000, 8000, 16,000, 32,000, to 64,000, 125,000, 250,000, 500,000 and the maximum amount is at least \$1,000,000, with 3 lifelines: polling the audience, calling a friend and narrowing to “50:50” answers. The guaranteed middle prizes can be \$1000 or \$32,000.

[Trivia]  The length (miles) of shoreline of the Five Great Lakes.

16,046

[Zip]  U.S. Postal Zip Code: Seven Fields, Pennsylvania 16046.

16,092

[Math.]  Two multiples of number 5364, 5364×3 = 16,092 and 5364×7 = 37,548, use each of 10 digits 0-9 once.

16,129

[Math.]  1/62 = 0.0161,290,322,580,645 = 0.016,129,032,258,064,516,129,032,258,064,5… where 016,129×2 = 032,258; 032,258×2 = 064,516; 064,516×2 = 129,032 and 129,032×2 = 258,064. Similarly, 1/124 = 0. 0.00806451612903225  = 0.0080645,16129,032258,064516,129032,258064,…

16,298

[Math.]  Two multiples of number 8149, 8149×2 = 16,298 and 8149×7 = 57,043, use each of 10 digits 0-9 once.

16,384

[Math.]  Five square numbers using the same digits: 1282 = 16,384, 1782 = 31,684, 1912 = 36,481, 1962 = 38,416 and 2092 = 43,681.

16,485

[Math.]  Two multiples of number 3297, 3297×7 = 16,485 and 3297×7 = 23,079, use each of 10 digits 0-9 once.

16,485

[Math.]  The ratio 16485/3297 = 5, using each of 9 digits 1-9 once, shows how to arrange a 9-book set on 2 shelves to mark the book #5.

16,549

[Math.]  165492 = 273,869,401, a square using all 9 digits 0-9 once, except digit 5.

16,575

[Math.]  Two consecutive sums of consecutive numbers:

625+626+…+650 = 651+652+…+675 = 16,575.

16,636

[Math.]  16,636 = 12+23+35+47.

16,641

[Math.]  Three square numbers using the same digits: 1082 = 11664, 1292 = 16641 and 2042 = 41616.

16,665

[Math.]  Inserting 72 between 2 digits 2 in the square number 225 = 152 and repeatedly inserting numbers 72 between the digits 7 and 2 yields other squares 27225 = 1652, 2772225  = 16652, 277722225 = 166652, 27777222225 = 1666652, 2777772222225 = 16666652

16,666

[Math.]  166,665,000,033,333 = 166663+500003+333333. (Generalizable)

16,739

[Math.]  16,739 = 12+23+34+45+56 = 01+12+23+34+45+56.

16,758

[Math.]  Each ratio 16758/2394 = 7, using each of 9 digits 1-9 once, shows how to arrange a 9-book set on 2 shelves to mark the book #7.

16,796

[Math.]  A Catalan number: C10 = 16796.

16,810

[Math.]  16,810 = 75+31.

16,816

[Math.]  16,816 = 75+32.

16,830

[Math.]  4,767,078,987,000 = 168303 = 11343+11353+…+21333. (Ref.19)

16,843

[Math.]  Only two known Wolstenholme prime numbers: 16,843 and 2,124,679. Other such number must be greater than 109.

16,854

[Math.]  168542 = 284,057,316, one of 22 squares using all 9 digits 0-8 once.

16,900

[Math.]  Six square numbers using the same digits: 1302 = 16900, 1402 = 19600, 3102 = 96100, 1032 = 10609, 2472 = 61009 and 3012 = 90601.

16,935

[Math.]  16,935 = 75+53+31....

16,938

[Math.]  Two multiples of number 8469, 8469×2 = 16,938 and 8469×3 = 25407, use each of 10 digits 0-9 once.

16nnn

[Zip]  U.S. Postal Zip Codes of Pennsylvania: 15nnn-18nnn and 190nn-196nn.