13390639565170140
13,390,639,565,170,140 is an even composite number composed of six prime numbers multiplied together.
13390639565170140 is an even composite number. It is composed of six distinct prime numbers multiplied together. It has a total of one thousand, one hundred fifty-two divisors.
Prime factorization of 13390639565170140:
22 × 33 × 5 × 72 × 133 × 6133
(2 × 2 × 3 × 3 × 3 × 5 × 7 × 7 × 13 × 13 × 13 × 613 × 613 × 613)See below for interesting mathematical facts about the number 13390639565170140 from the Numbermatics database.
Names of 13390639565170140
- Cardinal: 13390639565170140 can be written as Thirteen quadrillion, three hundred ninety trillion, six hundred thirty-nine billion, five hundred sixty-five million, one hundred seventy thousand, one hundred forty.
Scientific notation
- Scientific notation: 1.339063956517014 × 1016
Factors of 13390639565170140
Divisors of 13390639565170140
- Number of divisors d(n): 1152
-
Complete list of divisors:
1 2 3 4 5 6 7 9 10 12 13 14 15 18 20 21 26 27 28 30 35 36 39 42 45 49 52 54 60 63 65 70 78 84 90 91 98 105 108 117 126 130 135 140 147 156 169 180 182 189 195 196 210 234 245 252 260 270 273 294 315 338 351 364 378 390 420 441 455 468 490 507 540 546 585 588 613 630 637 676 702 735 756 780 819 845 882 910 945 980 1014 1092 1170 1183 1226 1260 1274 1323 1365 1404 1470 1521 1638 1690 1755 1764 1820 1839 1890 1911 2028 2197 2205 2340 2366 2452 2457 2535 2548 2646 2730 2940 3042 3065 3185 3276 3380 3510 3549 3678 3780 3822 4095 4291 4394 4410 4563 4732 4914 5070 5292 5460 5517 5733 5915 6084 6130 6370 6591 6615 7020 7098 7356 7605 7644 7969 8190 8281 8582 8788 8820 9126 9195 9555 9828 10140 10647 10985 11034 11466 11830 12260 12285 12740 12873 13182 13230 14196 15210 15379 15938 16380 16551 16562 17164 17199 17745 18252 18390 19110 19773 21294 21455 21970 22068 22815 22932 23660 23907 24570 24843 25746 26364 26460 27585 28665 30037 30420 30758 31876 31941 32955 33102 33124 34398 35490 36780 38220 38619 39546 39845 41405 42588 42910 43940 45630 46137 47814 49140 49686 51492 53235 55170 55783 57330 59319 60074 61516 63882 64365 65910 66204 68796 70980 71721 74529 76895 77238 79092 79690 82755 82810 85820 85995 90111 91260 92274 95628 98865 99372 103597 106470 107653 110340 111566 114660 115857 118638 119535 120148 124215 127764 128730 131820 138411 143442 149058 150185 153790 154476 159380 159705 165510 165620 167349 171990 180222 184548 193095 197730 207194 212940 215163 215306 223132 223587 230685 231714 237276 239070 248430 257460 270333 276822 278915 286884 296595 298116 300370 307580 310791 319410 322959 331020 334698 343980 358605 360444 372645 375769 386190 390481 395460 414388 415233 430326 430612 447174 450555 461370 463428 478140 496860 502047 517985 538265 540666 553644 557830 579285 593190 600740 621582 638820 645918 669396 692055 717210 725179 745290 751538 772380 780962 810999 830466 836745 860652 894348 901110 922740 932373 968877 1004094 1035970 1075815 1076530 1081332 1115660 1117935 1127307 1158570 1171443 1186380 1243164 1291836 1346761 1351665 1384110 1434420 1450358 1490580 1503076 1506141 1553955 1561924 1614795 1621998 1660932 1673490 1802220 1864746 1878845 1937754 1952405 2008188 2071940 2076165 2151630 2153060 2175537 2235870 2254614 2317140 2342886 2510235 2630383 2693522 2703330 2768220 2797119 2900716 2906631 3012282 3107910 3229590 3243996 3346980 3381921 3514329 3625895 3729492 3757690 3875508 3904810 4040283 4054995 4152330 4303260 4351074 4471740 4509228 4661865 4685772 4844385 4884997 5020470 5076253 5260766 5387044 5406660 5594238 5636535 5813262 5857215 6024564 6215820 6459180 6526611 6733805 6763842 7028658 7251790 7515380 7530705 7809620 7891149 8080566 8109990 8304660 8702148 9323730 9427327 9688770 9769994 10040940 10145763 10152506 10521532 10542987 10877685 11188476 11273070 11626524 11714430 12120849 13053222 13151915 13467610 13527684 13985595 14057316 14503580 14533155 14654991 15061410 15228759 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11878432020 11978012644 12002437629 12383467395 12438705438 12446972356 12925702062 13336041810 13820783820 14361891180 14511823011 14860160874 14972515805 15558715445 16003250172 16124247790 16511289860 17146339470 17336854353 17817648030 17967018966 18465288660 18670458534 19349097348 20004062715 20731175730 20961522127 21542836770 22290241311 22573946906 23115805804 24004875258 24186371685 24766934790 24877410876 25851404124 26672083620 26950528449 28005687801 28894757255 29023646022 29720321748 29945031610 31096763595 31117430890 32248495580 32314255155 33860920359 34292678940 34673708706 35635296060 35934037932 37150402185 37340917068 38928541093 40008125430 40452660157 41462351460 41923044254 43085673540 43535469033 44580482622 44917547415 45147893812 46676146335 48009750516 48372743370 49533869580 52010563059 53901056898 56011375602 56434867265 57789514510 58047292044 59890063220 60012188145 62193527190 62234861780 62884566381 64628510310 67721840718 69347417412 72559115055 74300804370 77857082186 80016250860 80851585347 80905320314 83846088508 84017063403 86684271765 87070938066 89160965244 89835094830 93352292670 96745486740 101582761077 104021126118 104807610635 107802113796 111451206555 112022751204 112869734530 115579029020 116785623279 120024376290 121357980471 124387054380 125769132762 129257020620 134752642245 135443681436 140028439005 145118230110 146730654889 148601608740 155714164372 156031689177 161703170694 161810640628 168034126806 169304601795 173368543530 174141876132 179670189660 186704585340 188653699143 194642705465 202263300785 203165522154 208042252236 209615221270 217677345165 222902413110 225739469060 233571246558 240048752580 242715960942 251538265524 260052815295 269505284490 272499787651 280056878010 290236460220 293461309778 304748283231 312063378354 314422831905 323406341388 336068253612 338609203590 346737087060 350356869837 364073941413 377307398286 389285410930 404257926735 404526601570 406331044308 419230442540 420085317015 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3036426205254 3047482832310 3120633783540 3269997451812 3503568698370 3542497239463 3640739414130 3773073982860 3814997027114 3961727682003 4087496814765 4204282438044 4368887296956 4401919646670 4554639307881 4904996177718 5060710342090 5255353047555 5282303576004 5449995753020 5461109121195 5659610974290 5722495540671 6072852410508 6094965664620 6602879470005 7007137396740 7084994478926 7281478828260 7357494266577 7591065513135 7629994054228 7923455364006 8174993629530 8803839293340 9109278615762 9537492567785 9809992355436 10121420684180 10510706095110 10627491718389 10922218242390 11319221948580 11444991081342 12262490444295 13205758940010 13663917923643 14169988957852 14714988533154 15182131026270 15846910728012 16349987259060 17167486622013 17712486197315 18218557231524 19074985135570 19808638410015 21021412190220 21254983436778 21844436484780 22773196539405 22889982162684 24524980888590 24797480676241 26411517880020 27327835847286 28612477703355 29429977066308 30364262052540 31882475155167 34334973244026 35424972394630 36787471332885 38149970271140 39617276820030 42509966873556 45546393078810 49049961777180 49594961352482 51502459866039 53137458591945 54655671694572 57224955406710 63764950310334 68319589618215 68669946488052 70849944789260 73574942665770 74392442028723 79234553640060 85837433110065 91092786157620 95647425465501 99189922704964 103004919732078 106274917183890 114449910813420 123987403381205 127529900620668 136639179236430 147149885331540 148784884057446 159412375775835 171674866220130 191294850931002 206009839464156 212549834367780 223177326086169 247974806762410 257512299330195 273278358472860 297569768114892 318824751551670 343349732440260 371962210143615 382589701862004 446354652172338 478237127327505 495949613524820 515024598660390 637649503103340 669531978258507 743924420287230 892709304344676 956474254655010 1030049197320780 1115886630430845 1339063956517014 1487848840574460 1912948509310020 2231773260861690 2678127913034028 3347659891292535 4463546521723380 6695319782585070 13390639565170140
- Sum of all divisors σ(n): 52583751922464000
- Sum of proper divisors (its aliquot sum) s(n): 39193112357293860
- 13390639565170140 is an abundant number, because the sum of its proper divisors (39193112357293860) is greater than itself. Its abundance is 25802472792123720
Bases of 13390639565170140
- Binary: 1011111001001010110111001110101001100011100101110111002
- Hexadecimal: 0x2F92B73A98E5DC
- Base-36: 3NUL2W518F0
Squares and roots of 13390639565170140
- 13390639565170140 squared (133906395651701402) is 179309227964299956056207147619600
- 13390639565170140 cubed (133906395651701403) is 2401065242378867071139854789274214413569998744000
-
The
square root of 13390639565170140 is 115717931.0442860449 -
The
cube root of 13390639565170140 is 237465.4550098317
Scales and comparisons
How big is 13390639565170140?- 13,390,639,565,170,140 seconds is equal to 425,780,918 years, 10 weeks, 4 days, 12 hours, 9 minutes.
-
To count from 1 to 13,390,639,565,170,140 would take you about one billion, two hundred seventy-seven million, three hundred forty-two thousand, seven hundred fifty-four 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 13390639565170140 cubic inches would be around 19788.8 feet tall.
Recreational maths with 13390639565170140
- 13390639565170140 backwards is 04107156593609331
- 13390639565170140 is a
Harshad number . - The number of decimal digits it has is: 17
- The sum of 13390639565170140's digits is 63
- More coming soon!
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"Number 13390639565170140 - Facts about the integer". Numbermatics.com. 2024. Web. 15 May 2024.
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Numbermatics. (2024). Number 13390639565170140 - Facts about the integer. Retrieved 15 May 2024, from https://numbermatics.com/n/13390639565170140/
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The information we have on file for 13390639565170140 includes mathematical data and numerical statistics calculated using standard algorithms and methods. We are adding more all the time. If there are any features you would like to see, please contact us. Information provided for educational use, intellectual curiosity and fun!
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