168013602694224

Names of 168013602694224

• Cardinal: 168013602694224 can be written as One hundred sixty-eight trillion, thirteen billion, six hundred two million, six hundred ninety-four thousand, two hundred twenty-four.

Scientific notation

• Scientific notation: 1.68013602694224 × 10¹⁴

Factors of 168013602694224

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 462

Divisors of 168013602694224

• Number of divisors d(n): 640
• Complete list of divisors:
  1 2 3 4 6 7 8 9 12 14 16 18 21 24 27 28 36 42 48 49 54 56 63 72 84 98 108 112 126 144 147 157 168 189 196 216 252 293 294 314 336 343 378 392 432 441 471 504 586 588 628 686 756 784 879 882 942 1008 1029 1099 1172 1176 1256 1323 1372 1413 1512 1758 1764 1884 2051 2058 2198 2344 2352 2512 2637 2646 2744 2826 3024 3087 3297 3516 3528 3768 4102 4116 4239 4396 4688 5274 5292 5488 5652 6153 6174 6594 7032 7056 7536 7693 7911 8204 8232 8478 8792 9261 9891 10548 10584 11304 12306 12348 13188 14064 14357 15386 15822 16408 16464 16956 17584 18459 18522 19782 21096 21168 22608 23079 24612 24649 24696 26376 28714 29673 30772 31644 32816 33912 36918 37044 39564 42192 43071 46001 46158 49224 49298 49392 52752 53851 55377 57428 59346 61544 63288 67824 69237 73836 73947 74088 79128 86142 92002 92316 98448 98596 100499 107702 110754 114856 118692 123088 126576 129213 138003 138474 147672 147894 148176 158256 161553 172284 172543 184004 184632 197192 200998 207711 215404 221508 221841 229712 237384 258426 276006 276948 295344 295788 301497 322007 323106 344568 345086 368008 369264 387639 394384 401996 414009 415422 430808 443016 443682 474768 484659 516852 517629 552012 553896 591576 602994 644014 646212 665523 689136 690172 736016 775278 803992 828018 830844 861616 886032 887364 904491 966021 969318 1033704 1035258 1104024 1107792 1183152 1205988 1207801 1242027 1288028 1292424 1331046 1380344 1453977 1550556 1552887 1607984 1656036 1661688 1774728 1808982 1932042 1938636 2067408 2070516 2208048 2254049 2411976 2415602 2484054 2576056 2584848 2662092 2713473 2760688 2898063 2907954 3101112 3105774 3312072 3323376 3549456 3617964 3623403 3864084 3869893 3877272 4141032 4508098 4658661 4823952 4831204 4968108 5152112 5324184 5426946 5796126 5815908 6202224 6211548 6624144 6762147 7222157 7235928 7246806 7728168 7739786 7754544 8282064 8454607 8694189 9016196 9317322 9662408 9936216 10648368 10853892 10870209 11592252 11609679 11631816 12423096 13524294 14444314 14471856 14493612 15456336 15479572 15778343 16909214 17388378 18032392 18634644 19324816 19872432 20286441 21666471 21707784 21740418 23184504 23219358 23263632 24846192 25363821 27048588 27089251 28888628 28987224 30959144 31556686 32610627 33818428 34776756 34829037 36064784 37269288 40572882 43332942 43415568 43480836 46369008 46438716 47335029 50555099 50727642 54097176 54178502 57777256 57974448 60859323 61918288 63113372 64999413 65221254 67636856 69553512 69658074 74538576 76091463 81145764 81267753 86665884 86961672 92877432 94670058 101110198 101455284 104487111 108194352 108357004 115554512 121718646 126226744 129998826 130442508 135273712 139107024 139316148 142005087 151665297 152182926 162291528 162535506 173331768 173923344 185754864 189340116 189624757 194998239 202220396 202910568 208974222 216714008 228274389 243437292 243803259 252453488 259997652 260885016 278632296 284010174 303330594 304365852 324583056 325071012 346663536 353885693 378680232 379249514 389996478 404440792 405821136 417948444 426015261 433428016 454995891 456548778 486874584 487606518 519995304 521770032 557264592 568020348 568874271 606661188 608731704 650142024 707771386 731409777 757360464 758499028 779992956 808881584 835896888 852030522 909991782 913097556 973749168 975213036 1039990608 1061657079 1133878649 1136040696 1137748542 1213322376 1217463408 1300284048 1327373299 1364987673 1415542772 1462819554 1516998056 1559985912 1671793776 1704061044 1706622813 1819983564 1826195112 1950426072 2123314158 2267757298 2272081392 2275497084 2426644752 2477199851 2654746598 2729975346 2831085544 2925639108 3033996112 3119971824 3184971237 3401635947 3408122088 3413245626 3639967128 3652390224 3900852144 3982119897 4246628316 4535514596 4550994168 4954399702 5119868439 5309493196 5459950692 5662171088 5851278216 6369942474 6803271894 6816244176 6826491252 7279934256 7431599553 7937150543 7964239794 8493256632 9071029192 9101988336 9554913711 9908799404 10204907841 10239736878 10618986392 10919901384 11702556432 11946359691 12739884948 13606543788 13652982504 14863199106 15874301086 15928479588 16986513264 18142058384 19109827422 19817598808 20409815682 20479473756 21237972784 21839802768 22294798659 23811451629 23892719382 25479769896 27213087576 27305965008 29726398212 30614723523 31748602172 31856959176 35839079073 38219654844 39635197616 40819631364 40958947512 44589597318 47622903258 47785438764 50959539792 54426175152 55560053801 59452796424 61229447046 63497204344 63713918352 66884395977 71434354887 71678158146 76439309688 81639262728 81917895024 89179194636 95245806516 95570877528 111120107602 118905592848 122458894092 126994408688 133768791954 142868709774 143356316292 152878619376 163278525456 166680161403 178358389272 190491613032 191141755056 214303064661 222240215204 244917788184 267537583908 285737419548 286712632584 333360322806 356716778544 380983226064 388920376607 428606129322 444480430408 489835576368 500040484209 535075167816 571474839096 573425265168 666720645612 777840753214 857212258644 888960860816 1000080968418 1070150335632 1142949678192 1166761129821 1333441291224 1500121452627 1555681506428 1714424517288 2000161936836 2333522259642 2666882582448 3000242905254 3111363012856 3428849034576 3500283389463 4000323873672 4667044519284 6000485810508 6222726025712 7000566778926 8000647747344 9334089038568 10500850168389 12000971621016 14001133557852 18668178077136 21001700336778 24001943242032 28002267115704 42003400673556 56004534231408 84006801347112 168013602694224
• Sum of all divisors σ(n): 567940732800000
• Sum of proper divisors (its aliquot sum) s(n): 399927130105776
• 168013602694224 is an abundant number, because the sum of its proper divisors (399927130105776) is greater than itself. Its abundance is 231913527411552

Bases of 168013602694224

• Binary: 100110001100111010110111000110110010010001010000₂
• Hexadecimal: 0x98CEB71B2450
• Base-36: 1NK0DT27O0

Squares and roots of 168013602694224

• 168013602694224 squared (168013602694224²) is 28228570690292554151642962176
• 168013602694224 cubed (168013602694224³) is 4742783860584629715695246406509701725671424
• The square root of 168013602694224 is 12962006.1215162215
• The cube root of 168013602694224 is 55179.9727256035

Scales and comparisons

• 168,013,602,694,224 seconds is equal to 5,342,312 years, 45 weeks, 50 minutes, 24 seconds.
• To count from 1 to 168,013,602,694,224 would take you about thirteen million, three hundred fifty-five thousand, seven hundred eighty-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 168013602694224 cubic inches would be around 4598.3 feet tall.

Recreational maths with 168013602694224

• 168013602694224 backwards is 422496206310861
• 168013602694224 is a Harshad number.
• The number of decimal digits it has is: 15
• The sum of 168013602694224's digits is 54
• More coming soon!