71427944387900

Names of 71427944387900

• Cardinal: 71427944387900 can be written as Seventy-one trillion, four hundred twenty-seven billion, nine hundred forty-four million, three hundred eighty-seven thousand, nine hundred.

Scientific notation

• Scientific notation: 7.14279443879 × 10¹³

Factors of 71427944387900

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 907

Divisors of 71427944387900

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 4 5 10 19 20 25 29 38 50 58 76 95 97 100 116 145 149 190 194 257 290 298 349 380 388 475 485 514 551 580 596 698 725 745 950 970 1028 1102 1285 1396 1450 1490 1745 1843 1900 1940 2204 2425 2570 2755 2813 2831 2900 2980 3490 3686 3725 4321 4850 4883 5140 5510 5626 5662 6425 6631 6980 7372 7450 7453 8642 8725 9215 9700 9766 10121 11020 11252 11324 12850 13262 13775 14065 14155 14453 14900 14906 17284 17450 18430 19532 20242 21605 24415 24929 25700 26524 27550 28130 28310 28906 29812 33155 33853 34900 36860 37265 38293 40484 43210 46075 48830 49858 50605 52001 53447 55100 56260 56620 57812 66310 67706 70325 70775 72265 74530 76586 82099 86420 89693 92150 97660 99716 101210 104002 106894 108025 122075 124645 132620 135412 140650 141550 141607 144530 149060 153172 164198 165775 169265 179386 184300 186325 191465 192299 202420 208004 213788 216050 244150 249290 253025 260005 267235 274607 281300 283100 283214 289060 328396 331550 338530 358772 361325 372650 382930 384598 410495 419137 432100 448465 473651 488300 498580 506050 520010 534470 549214 566428 623225 643207 663100 677060 708035 722650 722941 727567 745300 765860 769196 820990 838274 846325 896930 947302 957325 961495 981737 988019 1012100 1040020 1068940 1098428 1110497 1246450 1286414 1300025 1336175 1373035 1416070 1445300 1445882 1455134 1508029 1641980 1676548 1692650 1704167 1793860 1894604 1914650 1922990 1963474 1976038 2052475 2095685 2220994 2242325 2368255 2492900 2572828 2600050 2601097 2672350 2746070 2832140 2891764 2910268 3016058 3216035 3385300 3408334 3540175 3614705 3637835 3714421 3829300 3845980 3926948 3952076 4104950 4191370 4441988 4484650 4736510 4807475 4908685 4940095 5044097 5200100 5202194 5344700 5492140 5552485 6032116 6432070 6816668 6865175 7080350 7229410 7275670 7428842 7540145 7963603 8209900 8382740 8520835 8700221 8969300 9473020 9614950 9817370 9880190 10088194 10404388 10478425 11104970 11841275 12864140 13005485 13364257 13730350 13735879 14160700 14458820 14551340 14857684 15080290 15927206 16080175 17041670 17400442 18073525 18189175 18572105 18653003 19229900 19634740 19760380 20176388 20956850 21099443 22209940 23682550 24543425 24700475 25220485 26010970 26728514 27460700 27471758 27762425 28652551 30160580 31854412 32160350 34083340 34800884 36147050 36378350 37144210 37306006 37700725 39818015 41913700 42198886 42604175 43501105 47365100 49086850 49400950 49420843 50440970 52021940 53457028 54943516 55524850 57305102 64320700 65027425 66821285 68679395 70573999 72294100 72756700 74288420 74612012 75401450 79636030 84397772 85208350 87002210 92860525 93265015 95837843 98173700 98801900 98841686 100881940 105497215 107718209 111049700 114610204 126102425 130054850 133642570 137358790 141147998 143262755 146278813 150802900 159272060 165304199 170416700 174004420 185721050 186530030 191675686 197683372 199090075 210994430 215436418 217505525 247104215 252204850 252306409 253920883 260109700 267285140 274717580 282295996 286525510 292557626 330608398 334106425 343396975 352869995 371442100 373060060 383351372 387563453 398180150 421988860 430872836 435011050 466325075 479189215 494208430 504409700 504612818 507841766 527486075 538591045 573051020 585115252 661216796 668212850 686793950 705739990 716313775 731394065 775126906 796360300 826520995 870022100 932650150 958378430 988416860 1009225636 1015683532 1054972150 1077182090 1235521075 1261532045 1269604415 1296332929 1336425700 1373587900 1411479980 1432627550 1462788130 1550253812 1653041990 1764349975 1865300300 1916756860 1937817265 2046645971 2109944300 2154364180 2395946075 2471042150 2523064090 2539208830 2592665858 2692955225 2779297447 2865255100 2925576260 3306083980 3528699950 3656970325 3875634530 4093291942 4132604975 4791892150 4793821771 4942084300 5046128180 5078417660 5185331716 5385910450 5558594894 6307660225 6348022075 6481664645 7057399900 7313940650 7363705607 7751269060 8186583884 8265209950 9583784300 9587643542 9689086325 10233229855 10771820900 11117189788 12615320450 12696044150 12963329290 13896487235 14627881300 14727411214 16530419900 19175287084 19378172650 20466459710 23969108855 24630325651 25230640900 25392088300 25926658580 27792974470 29454822428 32408323225 36818528035 37593654941 38756345300 40932919420 47938217710 49260651302 51166149275 55585948940 64816646450 69482436175 73637056070 75187309882 95876435420 98521302604 102332298550 119845544275 123151628255 129633292900 138964872350 147274112140 150374619764 184092640175 187968274705 204664597100 239691088550 246303256510 277929744700 368185280350 375936549410 479382177100 492606513020 615758141275 714279443879 736370560700 751873098820 939841373525 1231516282550 1428558887758 1879682747050 2463032565100 2857117775516 3571397219395 3759365494100 7142794438790 14285588877580 17856986096975 35713972193950 71427944387900
• Sum of all divisors σ(n): 172828782000000
• Sum of proper divisors (its aliquot sum) s(n): 101400837612100
• 71427944387900 is an abundant number, because the sum of its proper divisors (101400837612100) is greater than itself. Its abundance is 29972893224200

Bases of 71427944387900

• Binary: 10000001111011010011101010000001001010100111100₂
• Hexadecimal: 0x40F69D40953C
• Base-36: PBHJLVGAK

Squares and roots of 71427944387900

• 71427944387900 squared (71427944387900²) is 5101951239480935105666410000
• 71427944387900 cubed (71427944387900³) is 364421889403421707589829143649040439000000
• The square root of 71427944387900 is 8451505.4509773583
• The cube root of 71427944387900 is 41491.2052564601

Scales and comparisons

• 71,427,944,387,900 seconds is equal to 2,271,187 years, 35 weeks, 6 days, 7 hours, 18 minutes, 20 seconds.
• To count from 1 to 71,427,944,387,900 would take you about five million, six hundred seventy-seven thousand, nine hundred sixty-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 71427944387900 cubic inches would be around 3457.6 feet tall.

Recreational maths with 71427944387900

• 71427944387900 backwards is 00978344972417
• The number of decimal digits it has is: 14
• The sum of 71427944387900's digits is 65
• More coming soon!