50936948608

Names of 50936948608

• Cardinal: 50936948608 can be written as Fifty billion, nine hundred thirty-six million, nine hundred forty-eight thousand, six hundred eight.

Scientific notation

• Scientific notation: 5.0936948608 × 10¹⁰

Factors of 50936948608

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 230

Divisors of 50936948608

• Number of divisors d(n): 512
• Complete list of divisors:
  1 2 4 7 8 13 14 16 19 26 28 32 38 47 52 56 59 64 76 83 91 94 104 112 118 128 133 152 166 182 188 208 224 236 247 266 304 329 332 364 376 413 416 448 472 494 532 581 608 611 658 664 728 752 767 826 832 893 896 944 988 1064 1079 1121 1162 1216 1222 1316 1328 1456 1504 1534 1577 1652 1664 1729 1786 1888 1976 2128 2158 2242 2324 2432 2444 2632 2656 2773 2912 3008 3068 3154 3304 3458 3572 3776 3901 3952 4256 4277 4316 4484 4648 4888 4897 5264 5312 5369 5546 5824 6016 6136 6251 6308 6608 6916 7144 7552 7553 7802 7847 7904 8512 8554 8632 8968 9296 9776 9794 10528 10624 10738 11039 11092 11609 11648 12272 12502 12616 13216 13832 14288 14573 15106 15604 15694 15808 17024 17108 17264 17936 18592 19411 19552 19588 20501 21056 21476 22078 22184 23218 24544 25004 25232 26432 27307 27664 28576 29146 30212 31208 31388 31616 34216 34279 34528 35872 36049 37184 38822 39104 39176 41002 42112 42952 44156 44368 46436 49088 50008 50464 50713 52687 52864 54614 55328 57152 58292 60424 62416 62776 63661 68432 68558 69056 71744 72098 74119 74368 77644 78208 78352 81263 82004 85904 88312 88736 92872 93043 98176 100016 100928 101426 102011 105374 109228 110656 114304 116584 120848 124832 125552 127322 136864 137116 138112 143488 143507 144196 148238 155288 156704 162526 164008 171808 176624 177472 185744 186086 200032 201856 202852 204022 210748 218456 221312 230159 233168 241696 249664 251104 252343 254644 273728 274232 287014 288392 296476 310576 313408 325052 328016 343616 353248 354944 354991 368809 371488 372172 400064 405704 408044 421496 436912 445627 460318 466336 483392 499328 502208 504686 509288 518833 547456 548464 574028 576784 592952 621152 626816 650104 651301 656032 684931 687232 706496 709982 737618 742976 744344 800128 811408 816088 842992 873824 891254 920636 932672 963547 966784 1004416 1009372 1018576 1037666 1096928 1148056 1153568 1185904 1209559 1242304 1300208 1302602 1312064 1369862 1412992 1419964 1475236 1485952 1488688 1611113 1622816 1632176 1685984 1747648 1782508 1841272 1865344 1927094 2018744 2037152 2075332 2193856 2296112 2307136 2371808 2419118 2484608 2600416 2605204 2624128 2739724 2839928 2950472 2977376 2992067 3222226 3245632 3264352 3371968 3495296 3565016 3682544 3854188 4037488 4074304 4150664 4373021 4387712 4592224 4614272 4743616 4794517 4838236 5200832 5210408 5479448 5679856 5900944 5954752 5984134 6444452 6491264 6528704 6743936 6744829 7130032 7365088 7708376 8074976 8148608 8301328 8466913 8746042 9184448 9487232 9589034 9676472 10401664 10420816 10958896 11359712 11801888 11909504 11968268 12888904 13057408 13489658 14260064 14730176 15416752 16149952 16602656 16933826 17492084 18368896 19178068 19352944 20841632 20944469 21917792 22719424 23603776 23936536 25777808 26979316 28520128 29460352 30611147 30833504 32299904 33205312 33867652 34984168 38356136 38705888 41683264 41888938 43835584 45438848 47207552 47873072 51555616 53958632 56849273 57040256 61222294 61667008 66410624 67735304 69968336 76712272 77411776 83366528 83777876 87671168 95746144 103111232 107917264 113698546 122444588 123334016 135470608 139936672 153424544 154823552 167555752 191492288 206222464 215834528 227397092 244889176 270941216 279873344 306849088 335111504 382984576 397944911 431669056 454794184 489778352 541882432 559746688 613698176 670223008 795889822 863338112 909588368 979556704 1083764864 1340446016 1591779644 1819176736 1959113408 2680892032 3183559288 3638353472 3918226816 6367118576 7276706944 12734237152 25468474304 50936948608
• Sum of all divisors σ(n): 138184704000
• Sum of proper divisors (its aliquot sum) s(n): 87247755392
• 50936948608 is an abundant number, because the sum of its proper divisors (87247755392) is greater than itself. Its abundance is 36310806784

Bases of 50936948608

• Binary: 101111011100000101000010011110000000₂
• Hexadecimal: 0xBDC142780
• Base-36: NEEJL34

Squares and roots of 50936948608

• 50936948608 squared (50936948608²) is 2594572733494033137664
• 50936948608 cubed (50936948608³) is 132159617985703646207840157171712
• The square root of 50936948608 is 225692.1545114051
• The cube root of 50936948608 is 3706.9008929043

Scales and comparisons

• 50,936,948,608 seconds is equal to 1,619 years, 33 weeks, 1 day, 23 minutes, 28 seconds.
• To count from 1 to 50,936,948,608 would take you about three thousand, two hundred thirty-nine years!

  This is a very rough estimate, based on a speaking rate of half a second every third order of magnitude. If you speak quickly, you could probably say any randomly-chosen number between one and a thousand in around half a second. Very big numbers obviously take longer to say, so we add half a second for every extra x1000. (We do not count involuntary pauses, bathroom breaks or the necessity of sleep in our calculation!)

• A cube with a volume of 50936948608 cubic inches would be around 308.9 feet tall.

Recreational maths with 50936948608

• 50936948608 backwards is 80684963905
• The number of decimal digits it has is: 11
• The sum of 50936948608's digits is 58
• More coming soon!