133120747796792744197000
133,120,747,796,792,744,197,000 is an even composite number composed of five prime numbers multiplied together.
What does the number 133120747796792744197000 look like?
This visualization shows the relationship between its 5 prime factors (large circles) and 768 divisors.
133120747796792744197000 is an even composite number. It is composed of five distinct prime numbers multiplied together. It has a total of seven hundred sixty-eight divisors.
Prime factorization of 133120747796792744197000:
23 × 53 × 113 × 2293 × 20272
(2 × 2 × 2 × 5 × 5 × 5 × 11 × 11 × 11 × 229 × 229 × 229 × 2027 × 2027)See below for interesting mathematical facts about the number 133120747796792744197000 from the Numbermatics database.
Names of 133120747796792744197000
- Cardinal: 133120747796792744197000 can be written as One hundred thirty-three sextillion, one hundred twenty quintillion, seven hundred forty-seven quadrillion, seven hundred ninety-six trillion, seven hundred ninety-two billion, seven hundred forty-four million, one hundred ninety-seven thousand.
Scientific notation
- Scientific notation: 1.33120747796792744197 × 1023
Factors of 133120747796792744197000
Divisors of 133120747796792744197000
- Number of divisors d(n): 768
-
Complete list of divisors:
1 2 4 5 8 10 11 20 22 25 40 44 50 55 88 100 110 121 125 200 220 229 242 250 275 440 458 484 500 550 605 916 968 1000 1100 1145 1210 1331 1375 1832 2027 2200 2290 2420 2519 2662 2750 3025 4054 4580 4840 5038 5324 5500 5725 6050 6655 8108 9160 10076 10135 10648 11000 11450 12100 12595 13310 15125 16216 20152 20270 22297 22900 24200 25190 26620 27709 28625 30250 33275 40540 44594 45800 50380 50675 52441 53240 55418 57250 60500 62975 66550 81080 89188 100760 101350 104882 110836 111485 114500 121000 125950 133100 138545 166375 178376 202700 209764 221672 222970 229000 245267 251900 253375 262205 266200 277090 304799 314875 332750 405400 419528 445940 464183 490534 503800 506750 524410 554180 557425 576851 609598 629750 665500 692725 891880 928366 981068 1013500 1048820 1108360 1114850 1153702 1219196 1226335 1259500 1311025 1331000 1385450 1523995 1856732 1962136 2027000 2097640 2229700 2307404 2320915 2438392 2452670 2519000 2622050 2697937 2770900 2787125 2884255 3047990 3463625 3713464 4108729 4459400 4614808 4641830 4905340 5106013 5244100 5395874 5541800 5574250 5768510 6095980 6131675 6345361 6555125 6927250 7619975 8217458 9283660 9810680 10212026 10488200 10791748 11148500 11537020 11604575 12008989 12191960 12263350 12690722 13110250 13489685 13854500 14421275 15239950 16434916 18567320 20424052 20543645 21583496 22297000 23074040 23209150 24017978 24526700 25381444 25530065 26220500 26979370 27709000 28842550 30479900 30658375 31726805 32869832 38099875 40848104 41087290 45196019 46418300 48035956 49053400 50762888 51060130 52441000 53958740 56166143 57685100 58022875 60044945 60959800 61316750 63453610 67448425 69798971 72106375 76199750 82174580 90392038 92836600 96071912 102120260 102718225 106297907 107917480 112332286 115370200 116045750 120089890 122633500 126907220 127650325 132098879 134896850 139597942 144212750 152399500 158634025 164349160 180784076 204240520 205436450 212595814 224664572 225980095 232091500 240179780 245267000 253814440 255300650 264197758 269793700 279195884 280830715 288425500 300224725 304799000 317268050 337242125 348994855 361568152 410872900 425191628 449329144 451960190 464183000 480359560 497156209 510601300 513591125 528395516 531489535 539587400 558391768 561661430 576851000 600449450 617827573 634536100 638251625 660494395 674484250 697989710 793170125 821745800 850383256 903920380 940898941 994312418 1021202600 1027182250 1056791032 1062979070 1123322860 1129900475 1169276977 1200898900 1235655146 1269072200 1276503250 1320988790 1348968500 1395979420 1404153575 1453087669 1501123625 1586340250 1744974275 1807840760 1881797882 1988624836 2054364500 2125958140 2246645720 2259800950 2338553954 2401797800 2471310292 2485781045 2553006500 2641977580 2657447675 2697937000 2791958840 2808307150 2906175338 3002247250 3089137865 3172680500 3302471975 3489948550 3763595764 3977249672 4108729000 4251916280 4519601900 4677107908 4704494705 4942620584 4971562090 5106013000 5283955160 5314895350 5468718299 5616614300 5649502375 5812350676 5846384885 6004494500 6178275730 6345361000 6604943950 6979897100 7020767875 7265438345 7527191528 8724871375 9039203800 9354215816 9408989410 9943124180 10349888351 10629790700 10937436598 11233228600 11299004750 11624701352 11692769770 12008989000 12356551460 12428905225 12862046747 13209887900 13287238375 13959794200 14041535750 14530876690 15445689325 15983964359 16512359875 17449742750 18817978820 19886248360 20699776702 21259581400 21874873196 22598009500 23385539540 23522473525 24342220703 24713102920 24857810450 25724093494 26419775800 26574476750 27343591495 28083071500 29061753380 29231924425 30891378650 31967928718 33024719750 34899485500 36327191725 37635957640 41399553404 43749746392 45196019000 46771079080 47044947050 48684441406 49715620900 51448186988 51749441755 53148953500 54687182990 56166143000 58123506760 58463848850 61782757300 62144526125 63935857436 64310233735 66049439500 69798971000 72654383450 77228446625 79919821795 82799106808 94089894100 97368882812 99431241800 102896373976 103498883510 106297907000 109374365980 113848771861 116927697700 117612367625 121711103515 123565514600 124289052250 127871714872 128620467470 132098879000 136717957475 141482514217 145308766900 146159622125 154456893250 159839643590 181635958625 188179788200 194737765624 206997767020 215465857489 218748731960 227697543722 233855395400 235224735250 243422207030 248578104500 257240934940 258747208775 267764427733 273435914950 282965028434 290617533800 292319244250 308913786500 319679287180 321551168675 363271917250 399599108975 413995534040 430931714978 455395087444 470449470500 486844414060 497156209000 514481869880 517494417550 535528855466 546871829900 565930056868 569243859305 584638488500 608555517575 617827573000 639358574360 643102337350 683589787375 707412571085 726543834500 799198217950 861863429956 910790174888 940898941000 973688828120 1034988835100 1071057710932 1077329287445 1093743659800 1131860113736 1138487718610 1169276977000 1217111035150 1252336490471 1286204674700 1293736043875 1338822138665 1367179574750 1414825142170 1453087669000 1598396435900 1607755843375 1723726859912 1997995544875 2069977670200 2142115421864 2154658574890 2276975437220 2370124432379 2434222070300 2504672980942 2572409349400 2587472087750 2677644277330 2734359149500 2829650284340 2846219296525 2945408705063 3042777587875 3196792871800 3215511686750 3537062855425 3995991089750 4309317149780 4553950874440 4740248864758 4868444140600 5009345961884 5174944175500 5355288554660 5386646437225 5468718299000 5659300568680 5692438593050 5890817410126 6085555175750 6261682452355 6431023373500 6694110693325 7074125710850 7991982179500 8618634299560 9480497729516 10018691923768 10349888351000 10710577109320 10773292874450 11384877186100 11781634820252 11850622161895 12171110351500 12523364904710 12862046747000 13388221386650 14148251421700 14231096482625 14727043525315 15983964359000 17685314277125 18960995459032 21546585748900 22769754372200 23563269640504 23701244323790 24342220703000 25046729809420 26071368756169 26776442773300 26933232186125 28296502843400 28462192965250 29454087050630 31308412261775 32399495755693 33470553466625 35370628554250 43093171497800 47402488647580 49341681364981 50093459618840 52142737512338 53552885546600 53866464372250 56924385930500 58908174101260 59253110809475 62616824523550 64798991511386 66941106933250 70741257108500 73635217626575 94804977295160 98683362729962 104285475024676 107732928744500 113848771861000 117816348202520 118506221618950 125233649047100 129597983022772 130356843780845 133882213866500 141482514217000 147270435253150 156542061308875 161997478778465 197366725459924 208570950049352 215465857489000 237012443237900 246708406824905 250467298094200 259195966045544 260713687561690 267764427733000 286785056317859 294540870506300 296265554047375 313084122617750 323994957556930 368176088132875 394733450919848 474024886475800 493416813649810 521427375123380 542758495014791 573570112635718 589081741012600 592531108094750 626168245235500 647989915113860 651784218904225 736352176265750 809987393892325 986833627299620 1042854750246760 1085516990029582 1147140225271436 1185062216189500 1233542034124525 1252336490471000 1295979830227720 1303568437808450 1433925281589295 1472704352531500 1619974787784650 1973667254599240 2171033980059164 2294280450542872 2370124432379000 2467084068249050 2607136875616900 2713792475073955 2867850563178590 2945408705063000 3239949575569300 3258921094521125 4049936969461625 4342067960118328 4934168136498100 5214273751233800 5427584950147910 5735701126357180 5970343445162701 6167710170622625 6479899151138600 6517842189042250 7169626407946475 8099873938923250 9868336272996200 10855169900295820 11471402252714360 11940686890325402 12335420341245250 13035684378084500 13568962375369775 14339252815892950 16199747877846500 21710339800591640 23881373780650804 24670840682490500 26071368756169000 27137924750739550 28678505631785900 29851717225813505 32399495755693000 35848132039732375 47762747561301608 49341681364981000 54275849501479100 57357011263571800 59703434451627010 65673777896789711 67844811876848875 71696264079464750 108551699002958200 119406868903254020 131347555793579422 135689623753697750 143392528158929500 149258586129067525 238813737806508040 262695111587158844 271379247507395500 286785056317859000 298517172258135050 328368889483948555 525390223174317688 542758495014791000 597034344516270100 656737778967897110 746292930645337625 1194068689032540200 1313475557935794220 1492585861290675250 1641844447419742775 2626951115871588440 2985171722581350500 3283688894839485550 5970343445162701000 6567377789678971100 8209222237098713875 13134755579357942200 16418444474197427750 32836888948394855500 65673777896789711000
- Sum of all divisors σ(n): 133224931946608868217200
- Sum of proper divisors (its aliquot sum) s(n): 104184149816124020200
- 133120747796792744197000 is a deficient number, because the sum of its proper divisors (104184149816124020200) is less than itself. Its deficiency is 133016563646976620176800
Bases of 133120747796792744197000
- Binary: 111000011000001111101011111011010000100111011101100111011000110111011100010002
- Hexadecimal: 0x1C307D7DA13BB3B1BB88
- Base-36: LOE5170UGZCO8ZS
Squares and roots of 133120747796792744197000
- 133120747796792744197000 squared (1331207477967927441970002) is 17721133493977300258247787522985877174809000000
- 133120747796792744197000 cubed (1331207477967927441970003) is 2359050542525048798368782230951851043204517951714248589333373000000000
-
The
square root of 133120747796792744197000 is 364857160813.3691874587 -
133120747796792744197000 is a
perfect cube number . Itscube root is 51060130
Scales and comparisons
How big is 133120747796792744197000?- 133,120,747,796,792,744,197,000 seconds is equal to 293,274,701,009 years, 3 weeks, 3 days, 15 hours, 30 minutes, 7 seconds.
-
To count from 1 to 133,120,747,796,792,744,197,000 would take you about two hundred ninety-three billion, two hundred seventy-four million, seven hundred one thousand and 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 133120747796792744197000 cubic inches would be around 4255010.8 feet tall.
Recreational maths with 133120747796792744197000
- 133120747796792744197000 backwards is 000791447297697747021331
- 133120747796792744197000 is a
Harshad number . - The number of decimal digits it has is: 24
- The sum of 133120747796792744197000's digits is 100
- More coming soon!
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The information we have on file for 133120747796792744197000 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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