132375573270556

Names of 132375573270556

• Cardinal: 132375573270556 can be written as One hundred thirty-two trillion, three hundred seventy-five billion, five hundred seventy-three million, two hundred seventy thousand, five hundred fifty-six.

Scientific notation

• Scientific notation: 1.32375573270556 × 10¹⁴

Factors of 132375573270556

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 185

Divisors of 132375573270556

• Number of divisors d(n): 648
• Complete list of divisors:
  1 2 4 7 11 14 22 28 29 44 47 49 58 77 89 94 98 116 121 154 178 188 196 203 242 308 319 329 356 406 484 517 539 623 638 658 812 847 979 1034 1078 1246 1276 1316 1331 1363 1421 1694 1958 2068 2156 2209 2233 2303 2492 2581 2662 2726 2842 3388 3509 3619 3916 4183 4361 4418 4466 4606 5162 5324 5452 5684 5687 5929 6853 7018 7238 7921 8366 8722 8836 8932 9212 9317 9541 10324 10769 11374 11858 13706 14036 14476 14993 15463 15631 15842 16732 17444 18067 18634 19082 21538 22748 23716 24299 24563 25333 27412 28391 29281 29986 30926 31262 31684 36134 37268 38164 38599 39809 43076 46013 47971 48598 49126 50666 55447 56782 58562 59972 61852 62524 62557 64061 65219 66787 72268 75383 77198 79618 87131 92026 95942 97196 98252 101332 104951 108241 110894 113564 117124 118459 121307 125114 126469 128122 130438 133574 150766 154396 159236 164923 170093 171941 174262 184052 191884 196601 198737 204967 209902 216482 221788 229709 236918 242614 250228 252938 256244 260876 267148 267289 270193 278663 301532 312301 322091 329846 340186 343882 348524 372287 388129 393202 397474 409934 419804 432964 437899 448427 459418 473836 485228 505876 506143 527681 534578 540386 557326 609917 624602 644182 659692 680372 687764 704671 734657 744574 776258 786404 794948 819868 829213 849149 875798 896854 918836 958441 1012286 1055362 1069156 1080772 1114652 1154461 1190651 1219834 1249204 1288364 1334377 1376207 1391159 1409342 1469314 1489148 1552516 1607963 1658426 1698298 1751596 1793708 1814153 1871023 1891351 1916882 2024572 2110724 2162611 2186107 2254637 2308922 2381302 2439668 2526799 2606009 2668754 2752414 2782318 2818684 2938628 2940179 3065293 3138989 3215926 3316852 3396596 3435311 3543001 3628306 3742046 3782702 3833764 4095157 4269419 4325222 4372214 4509274 4617844 4762604 4932697 5053598 5212018 5337508 5504828 5564636 5567573 5701429 5804491 5880358 5944043 6130586 6277978 6431852 6709087 6870622 7086002 7256612 7484092 7565404 7751381 8081227 8190314 8538838 8650444 8744428 9018548 9340639 9633449 9865394 10107196 10424036 10542851 10796323 11135146 11255741 11402858 11608982 11760716 11888086 12261172 12555956 12699071 13097161 13418174 13741244 14172004 14678147 15138277 15302749 15502762 16162454 16380628 17077676 17497489 17687593 18242063 18681278 19266898 19730788 20581253 21085702 21592646 22270292 22511482 22805716 23217964 23776172 23788721 24047177 24801007 25398142 26194322 26836348 27794789 28666099 29356294 30276554 30605498 31005524 32324908 34528879 34994978 35375186 36484126 37362556 38533796 38973011 39910003 41162506 42171404 43185292 45022964 45046727 46963609 47577442 48094354 49602014 50796284 52388644 54259667 55589578 57332198 58712588 60553108 61210996 62715719 65384473 69057758 69989956 70750372 72968252 73799957 75574261 77946022 79820006 82325012 85265191 88893497 90093454 93927218 95154884 96188708 99204028 102747029 105967939 108519334 111179156 114664396 118759553 122482423 123813151 125431438 130768946 138115516 144068771 147599914 151148522 155892044 159640012 161459617 166521047 168330239 170530382 177786994 180186908 187854436 192472379 194563523 200662693 205494058 211935878 217038668 237519106 244964846 247626302 250862876 261537892 261675931 272811077 279370021 288137542 295199828 302297044 305742679 315327089 322919234 333042094 336660478 341060764 355573988 379817669 384944758 389127046 401325386 410988116 423871756 439010033 475038212 489929692 495252604 495513997 507427181 516599699 523351862 529019827 545622154 558740042 576275084 596856337 611485358 630654178 645838468 666084188 673320956 689872909 719229203 759635338 769889516 778254092 802650772 831316871 857376961 878020066 991027994 1014854362 1033199398 1046703724 1058039654 1091244308 1117480084 1130217319 1165647329 1193712674 1222970716 1261308356 1306355083 1347306653 1361944661 1379745818 1438458406 1519270676 1662633742 1714753922 1756040132 1831731517 1982055988 2029708724 2066398796 2116079308 2117196169 2140198753 2207289623 2260434638 2331294658 2387425348 2612710166 2694613306 2723889322 2759491636 2876916812 3073070231 3325267484 3429507844 3468597979 3551990267 3663463034 4177994359 4234392338 4280397506 4414579246 4520869276 4662589316 4829110363 5225420332 5389226612 5447778644 5581698991 5819218097 6146140462 6937195958 7103980534 7326926068 7588601999 7911521233 8355988718 8468784676 8560795012 8829158492 9144485581 9431146571 9658220726 11163397982 11638436194 12292280924 12822120619 13874391916 14207961068 14369905913 14820373183 14981391271 15177203998 15823042466 16711977436 18288971162 18862293142 19316441452 22326795964 23276872388 23289157859 24280185853 24863931869 25644241238 28739811826 29640746366 29962782542 30354407996 31646084932 33803772541 36577942324 37724586284 39071892937 46578315718 48560371706 49727863738 51288482476 53120213993 57479623652 59281492732 59925565084 61398688901 64011399067 67607545082 78143785874 93156631436 97120743412 99455727476 100589341391 103742612281 106240427986 122797377802 128022798134 135215090164 156287571748 163024105013 201178682782 207485224562 212480855972 245594755604 256045596268 273503250559 326048210026 371841497951 402357365564 414970449124 429790822307 547006501118 652096420052 675385577911 704125389737 743682995902 859581644614 1094013002236 1141168735091 1350771155822 1408250779474 1487365991804 1719163289228 2282337470182 2701542311644 2816501558948 3008535756149 4564674940364 4727699045377 6017071512298 9455398090754 12034143024596 18910796181508 33093893317639 66187786635278 132375573270556
• Sum of all divisors σ(n): 316849858814160
• Sum of proper divisors (its aliquot sum) s(n): 184474285543604
• 132375573270556 is an abundant number, because the sum of its proper divisors (184474285543604) is greater than itself. Its abundance is 52098712273048

Bases of 132375573270556

• Binary: 11110000110010100010111000001011001000000011100₂
• Hexadecimal: 0x78651705901C
• Base-36: 1AX8HYHM3G

Squares and roots of 132375573270556

• 132375573270556 squared (132375573270556²) is 17523292398708340130376549136
• 132375573270556 cubed (132375573270556³) is 2319655876866592882862424069954812556039616
• The square root of 132375573270556 is 11505458.4120127955
• The cube root of 132375573270556 is 50964.6779988631

Scales and comparisons

• 132,375,573,270,556 seconds is equal to 4,209,133 years, 39 weeks, 5 days, 15 hours, 9 minutes, 16 seconds.
• To count from 1 to 132,375,573,270,556 would take you about ten million, five hundred twenty-two thousand, eight hundred thirty-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 132375573270556 cubic inches would be around 4247.1 feet tall.

Recreational maths with 132375573270556

• 132375573270556 backwards is 655072375573231
• The number of decimal digits it has is: 15
• The sum of 132375573270556's digits is 61
• More coming soon!