5198836537384371

Names of 5198836537384371

• Cardinal: 5198836537384371 can be written as Five quadrillion, one hundred ninety-eight trillion, eight hundred thirty-six billion, five hundred thirty-seven million, three hundred eighty-four thousand, three hundred seventy-one.

Scientific notation

• Scientific notation: 5.198836537384371 × 10¹⁵

Factors of 5198836537384371

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 476

Divisors of 5198836537384371

• Number of divisors d(n): 486
• Complete list of divisors:
  1 3 7 9 19 21 37 49 57 61 63 111 133 147 171 183 259 333 349 399 427 441 549 703 777 931 1047 1159 1197 1281 1369 1813 2109 2257 2331 2443 2793 2989 3141 3477 3721 3843 4107 4921 5439 6327 6631 6771 7329 8113 8379 8967 9583 10431 11163 12321 12913 14763 15799 16317 17101 19893 20313 21289 21987 24339 26011 26047 26901 28749 33489 34447 38739 42883 44289 46417 47397 51303 56791 59679 63867 67081 70699 73017 78033 78141 83509 86247 90391 103341 110593 116217 121801 128649 137677 139251 142191 149023 153909 170373 182077 182329 191601 201243 212097 234099 234423 245347 250527 271173 300181 310023 324919 331779 365403 385947 404491 413031 417753 447069 477781 494893 511119 546231 546987 584563 603729 632737 636291 736041 751581 787693 813519 852607 900543 963739 974757 995337 1043161 1096209 1213473 1239093 1274539 1298629 1341207 1433343 1484679 1586671 1638693 1640961 1717429 1753689 1898211 2101267 2208123 2314219 2363079 2557821 2615863 2701629 2831437 2891217 2924271 3129483 3344467 3464251 3640419 3823617 3895887 4091941 4300029 4454037 4506637 4760013 5094049 5152287 5261067 5513851 5694633 5968249 6303801 6746173 6942657 7089237 7429861 7673463 7847589 8494311 8673651 9077839 9090403 9388449 10033401 10392753 11106697 11470851 11687661 12022003 12275823 13519911 14280039 14966167 15282147 15456861 16199533 16541553 17904747 18311041 18911403 19820059 20238519 20827971 22289583 23411269 23542767 24673951 25482933 27233517 27271209 29144641 30100203 31178259 31546459 33320091 35658343 36066009 36827469 38596957 40559733 44898501 45846441 48049273 48598599 49624659 52009027 53714241 54933123 59460177 60715557 63544873 63632821 66868749 70233807 74021853 77746879 81700551 81813627 85626103 87433923 94639377 96786931 99960273 104763169 106975029 108198027 113396731 115790871 128177287 134695503 141167359 144147819 145795797 156027081 164799369 166745569 172717657 178380531 190634619 190898463 204012487 210701421 220825213 222065559 233240637 249608401 256878309 262301769 274904857 283918131 290360793 314289507 320925087 336344911 340190193 347372613 364063189 384531861 423502077 432443457 444814111 453221521 468081243 500236707 518152971 553748179 571903857 572695389 599382721 612037461 662475639 677508517 699721911 733342183 748825203 770634927 824714571 871082379 912936187 942868521 988171513 1009034733 1020570579 1092189567 1153595583 1167218983 1209023599 1270506231 1334442333 1359664563 1428087409 1500710121 1554458913 1661244537 1777823101 1798148163 1836112383 1924333999 1987426917 2032525551 2200026549 2246475609 2354414377 2474143713 2738808561 2964514539 3027104199 3168165811 3172550647 3276568701 3501656949 3627070797 3876237253 4003326999 4078993689 4195679047 4284262227 4742559619 4983733611 5223192283 5333469303 5394444489 5773001997 6097576653 6390553309 6600079647 6917200591 7063243131 8170532881 8216425683 8611208899 8893543617 9504497433 9517651941 10171479709 10504970847 10881212391 11628711759 12444761707 12587037141 12852786681 13470337993 14227678857 15669576849 16000407909 16769196277 17319005991 19171659927 20751601773 21189729393 22177160677 22207854529 24511598643 25833626697 27133660771 28513492299 28552955823 30514439127 33778638919 34886135277 36562345981 37334285121 37761111423 40411013979 42683036571 44733873163 47008730547 50307588831 57514979781 60278462293 62254805319 66531482031 66623563587 71200357963 73534795929 77500880091 81400982313 87113331949 91543317381 101335916757 109687037943 112002855363 117384373939 121233041937 134201619489 150922766493 155240124739 180835386879 193258114471 199594446093 199870690761 213601073889 236450472433 244202946939 255936421867 261339995847 304007750271 318614729263 329061113829 352153121817 402604858467 421949236051 465720374217 498402505741 542506160637 579774343413 620460262249 640803221667 709351417299 767809265601 784019987541 821690617573 955844187789 1056459365451 1265847708153 1352806801297 1397161122651 1495207517223 1655153307031 1739323030239 1861380786747 2128054251897 2230303104841 2303427796803 2465071852719 2867532563367 3797543124459 4058420403891 4343221835743 4485622551669 4965459921093 5584142360241 6690909314523 7395215558157 9469647609079 11788744982731 12175261211673 13029665507229 14896379763279 15612121733887 20072727943569 28408942827237 30402552850201 35366234948193 39088996521687 46836365201661 82521214879117 85226828481711 91207658550603 106098704844579 140509095604983 247563644637351 273622975651809 577648504153819 742690933912053 1732945512461457 5198836537384371
• Sum of all divisors σ(n): 9635531357235420
• Sum of proper divisors (its aliquot sum) s(n): 4436694819851049
• 5198836537384371 is a deficient number, because the sum of its proper divisors (4436694819851049) is less than itself. Its deficiency is 762141717533322

Bases of 5198836537384371

• Binary: 10010011110000101000001110101000011100101110110110011₂
• Hexadecimal: 0x127850750E5DB3
• Base-36: 1F6U0J8DKMR

Squares and roots of 5198836537384371

• 5198836537384371 squared (5198836537384371²) is 27027901342442716366274195065641
• 5198836537384371 cubed (5198836537384371³) is 140513641027911284141410209199940722756792496811
• The square root of 5198836537384371 is 72102957.8962220593
• The cube root of 5198836537384371 is 173234.8991195905

Scales and comparisons

• 5,198,836,537,384,371 seconds is equal to 165,306,920 years, 43 weeks, 1 day, 16 hours, 32 minutes, 51 seconds.
• To count from 1 to 5,198,836,537,384,371 would take you about four hundred ninety-five million, nine hundred twenty thousand, seven hundred sixty-two 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 5198836537384371 cubic inches would be around 14436.2 feet tall.

Recreational maths with 5198836537384371

• 5198836537384371 backwards is 1734837356388915
• The number of decimal digits it has is: 16
• The sum of 5198836537384371's digits is 81
• More coming soon!