29426875475712

Names of 29426875475712

• Cardinal: 29426875475712 can be written as Twenty-nine trillion, four hundred twenty-six billion, eight hundred seventy-five million, four hundred seventy-five thousand, seven hundred twelve.

Scientific notation

• Scientific notation: 2.9426875475712 × 10¹³

Factors of 29426875475712

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 2434

Divisors of 29426875475712

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 3 4 6 8 11 12 13 16 22 24 26 32 33 39 44 48 52 64 66 78 88 96 104 128 132 143 156 176 192 208 251 256 264 286 312 352 384 416 429 502 528 572 624 704 753 768 773 832 858 1004 1056 1144 1248 1381 1408 1506 1546 1664 1716 2008 2112 2288 2319 2496 2761 2762 2816 3012 3092 3263 3328 3432 4016 4143 4224 4576 4638 4992 5522 5524 6024 6184 6526 6864 8032 8283 8286 8448 8503 9152 9276 9789 9984 10049 11044 11048 12048 12368 13052 13728 15191 16064 16566 16572 17006 17953 18304 18552 19578 20098 22088 22096 24096 24736 25509 26104 27456 30147 30382 32128 33132 33144 34012 35893 35906 36608 37104 39156 40196 44176 44192 45573 48192 49472 51018 52208 53859 54912 60294 60764 64256 66264 66288 68024 71786 71812 74208 78312 80392 88352 88384 91146 96384 98944 102036 104416 107679 107718 109824 110539 120588 121528 132528 132576 136048 143572 143624 148416 156624 160784 176704 176768 182292 192768 194023 197483 197888 204072 208832 215358 215436 221078 241176 243056 265056 265152 272096 287144 287248 296832 313248 321568 331617 346631 353408 353536 364584 388046 394966 408144 417664 430716 430872 442156 482352 486112 530112 530304 544192 574288 574496 582069 592449 593664 626496 643136 663234 693262 706816 729168 776092 789932 816288 835328 861432 861744 884312 964704 972224 1039893 1060224 1060608 1067513 1088384 1148576 1148992 1164138 1184898 1252992 1286272 1326468 1386524 1458336 1552184 1579864 1632576 1722864 1723488 1768624 1929408 1944448 2079786 2120448 2134253 2135026 2176768 2297152 2297984 2328276 2369796 2505984 2522299 2572544 2652936 2773048 2916672 3104368 3159728 3202539 3265152 3445728 3446976 3537248 3812941 3858816 3888896 4159572 4268506 4270052 4506203 4594304 4595968 4656552 4739592 5044598 5305872 5546096 5833344 6208736 6319456 6402759 6405078 6530304 6891456 6893952 7074496 7566897 7625882 7717632 8319144 8537012 8540104 9012406 9188608 9313104 9479184 10089196 10611744 11092192 11438823 11666688 11742643 12417472 12638912 12805518 12810156 13518609 13782912 13787904 13877669 14148992 15133794 15251764 16638288 17074024 17080208 18024812 18626208 18958368 20178392 21223488 22184384 22877646 23485286 24834944 25277824 25611036 25620312 27037218 27565824 27745289 27755338 28297984 30267588 30503528 33276576 34148048 34160416 35227929 36049624 37252416 37916736 40356784 41633007 42446976 44368768 45755292 46970572 49568233 49669888 50555648 51222072 51240624 54074436 55490578 55510676 60535176 61007056 66553152 68296096 68320832 70455858 72099248 74504832 75833472 80713568 83235867 83266014 84893952 88737536 91510584 93941144 99136466 102444144 102481248 108148872 110981156 111021352 121070352 122014112 133106304 136592192 136641664 140911716 144198496 148704699 149009664 151666944 152654359 161427136 166471734 166532028 183021168 187882288 198272932 204888288 204962496 216297744 221962312 222042704 242140704 244028224 266212608 267945763 273184384 273283328 281823432 288396992 297409398 305308718 322854272 332943468 333064056 366042336 375764576 396545864 409776576 409924992 432595488 443924624 444085408 457963077 484281408 488056448 535891526 546368768 563646864 576793984 594818796 610617436 645708544 665886936 666128112 732084672 751529152 793091728 803837289 819553152 819849984 865190976 887849248 888170816 915926154 968562816 976112896 1071783052 1127293728 1153587968 1189637592 1221234872 1331773872 1332256224 1464169344 1503058304 1586183456 1607674578 1639106304 1730381952 1775698496 1776341632 1831852308 1937125632 2143566104 2254587456 2379275184 2442469744 2663547744 2664512448 2928338688 2947403393 3006116608 3172366912 3215349156 3460763904 3483294919 3551396992 3552683264 3663704616 4287132208 4509174912 4758550368 4884939488 5327095488 5329024896 5894806786 6344733824 6430698312 6966589838 7102793984 7327409232 8574264416 8842210179 9018349824 9517100736 9769878976 10449884757 10654190976 10658049792 11789613572 12689467648 12861396624 13933179676 14654818464 17148528832 17684420358 19034201472 19539757952 20899769514 21308381952 23579227144 25722793248 27866359352 29309636928 34297057664 35368840716 38068402944 38316244109 39079515904 41799539028 47158454288 51445586496 55732718704 58619273856 68594115328 70737681432 76632488218 83599078056 94316908576 102891172992 111465437408 114948732327 117238547712 141475362864 153264976436 167198156112 188633817152 205782345984 222930874816 229897464654 282950725728 306529952872 334396312224 377267634304 445861749632 459794929308 565901451456 613059905744 668792624448 754535268608 891723499264 919589858616 1131802902912 1226119811488 1337585248896 1839179717232 2263605805824 2452239622976 2675170497792 3678359434464 4904479245952 7356718868928 9808958491904 14713437737856 29426875475712
• Sum of all divisors σ(n): 92563489331712
• Sum of proper divisors (its aliquot sum) s(n): 63136613856000
• 29426875475712 is an abundant number, because the sum of its proper divisors (63136613856000) is greater than itself. Its abundance is 33709738380288

Bases of 29426875475712

• Binary: 110101100001101111010011101011010011100000000₂
• Hexadecimal: 0x1AC37A75A700
• Base-36: AFIIPVMYO

Squares and roots of 29426875475712

• 29426875475712 squared (29426875475712²) is 865941000263060346301906944
• 29426875475712 cubed (29426875475712³) is 25481937984054569045223891362692756144128
• The square root of 29426875475712 is 5424654.4107170551
• The cube root of 29426875475712 is 30873.1813384851

Scales and comparisons

• 29,426,875,475,712 seconds is equal to 935,683 years, 32 weeks, 12 hours, 35 minutes, 12 seconds.
• To count from 1 to 29,426,875,475,712 would take you about two million, three hundred thirty-nine thousand, two hundred 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 29426875475712 cubic inches would be around 2572.8 feet tall.

Recreational maths with 29426875475712

• 29426875475712 backwards is 21757457862492
• The number of decimal digits it has is: 14
• The sum of 29426875475712's digits is 69
• More coming soon!