134147363125776

Names of 134147363125776

• Cardinal: 134147363125776 can be written as One hundred thirty-four trillion, one hundred forty-seven billion, three hundred sixty-three million, one hundred twenty-five thousand, seven hundred seventy-six.

Scientific notation

• Scientific notation: 1.34147363125776 × 10¹⁴

Factors of 134147363125776

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 460985

Divisors of 134147363125776

• Number of divisors d(n): 640
• Complete list of divisors:
  1 2 3 4 6 7 8 11 12 13 14 16 21 22 24 26 28 33 39 42 44 48 52 56 66 73 77 78 83 84 88 91 104 112 132 143 146 154 156 166 168 176 182 208 219 231 249 264 273 286 292 308 312 332 336 364 429 438 462 498 511 528 546 572 581 584 616 624 664 728 803 858 876 913 924 949 996 1001 1022 1079 1092 1144 1162 1168 1232 1328 1456 1533 1606 1716 1743 1752 1826 1848 1898 1992 2002 2044 2158 2184 2288 2324 2409 2739 2847 3003 3066 3212 3237 3432 3486 3504 3652 3696 3796 3984 4004 4088 4316 4368 4648 4818 5478 5621 5694 6006 6059 6132 6391 6424 6474 6643 6864 6972 7304 7553 7592 8008 8176 8632 9296 9636 10439 10956 11242 11388 11869 12012 12118 12264 12782 12848 12948 13286 13944 14608 15106 15184 16016 16863 17264 18177 19173 19272 19929 20878 21912 22484 22659 22776 23738 24024 24236 24528 25564 25896 26572 27888 30212 31317 33726 35607 36354 38346 38544 39858 41756 42413 43824 44968 45318 45552 47476 48048 48472 51128 51792 53144 60424 62634 66649 67452 71214 72708 73073 76692 78767 79716 83083 83512 84826 89936 90636 94952 96944 102256 106288 120848 125268 127239 133298 134904 142428 145416 146146 153384 157534 159432 166166 167024 169652 181272 189904 199947 219219 236301 249249 250536 254478 266596 269808 284856 290832 292292 306768 315068 318864 332332 339304 362544 399894 438438 460793 466543 472602 498498 501072 508956 533192 551369 569712 584584 630136 664664 678608 799788 866437 876876 921586 933086 945204 996996 1017912 1066384 1102738 1169168 1260272 1329328 1382379 1399629 1599576 1654107 1732874 1753752 1843172 1866172 1890408 1993992 2035824 2205476 2599311 2764758 2799258 3199152 3225551 3308214 3465748 3507504 3686344 3732344 3780816 3987984 4410952 5068723 5198622 5529516 5598516 5990309 6065059 6451102 6616428 6931496 7372688 7464688 8821904 9676653 10137446 10397244 11059032 11197032 11980618 12130118 12902204 13232856 13862992 15206169 17970927 18195177 19353306 20274892 20794488 22118064 22394064 23961236 24260236 25804408 26465712 30412338 33637889 35481061 35941854 36390354 38245819 38706612 40549784 41588976 41932163 47922472 48520472 51608816 60824676 65893399 67275778 70962122 71883708 72780708 76491638 77413224 81099568 83864326 95844944 97040944 100913667 106443183 114737457 121649352 125796489 131786798 134551556 141924244 143767416 145561416 152983276 154826448 167728652 197680197 201827334 212886366 229474914 235465223 243298704 251592978 263573596 267720733 269103112 283848488 287534832 291122832 305966552 335457304 370016779 395360394 403654668 420704009 425772732 437292557 458949828 461253793 470930446 497195647 503185956 527147192 535441466 538206224 567696976 611933104 670914608 706395669 740033558 790720788 803162199 807309336 841408018 851545464 874585114 917899656 922507586 941860892 994391294 1006371912 1054294384 1070882932 1110050337 1262112027 1311877671 1383761379 1412791338 1480067116 1491586941 1581441576 1606324398 1614618672 1682816036 1703090928 1749170228 1835799312 1845015172 1883721784 1988782588 2012743824 2141765864 2220100674 2524224054 2590117453 2623755342 2767522758 2791944787 2825582676 2944928063 2960134232 2983173882 3061047899 3162883152 3212648796 3365632072 3480369529 3498340456 3690030344 3767443568 3977565176 4283531728 4440201348 4810218127 5048448108 5180234906 5247510684 5469152117 5535045516 5583889574 5651165352 5889856126 5920268464 5966347764 6122095798 6425297592 6731264144 6960739058 6996680912 7380060688 7770352359 7955130352 8375834361 8834784189 8880402696 9183143697 9620436254 10096896216 10360469812 10441108587 10495021368 10938304234 11070091032 11167779148 11302330704 11779712252 11932695528 12244191596 12850595184 13921478116 14430654381 15540704718 16407456351 16751668722 17669568378 17760805392 18366287394 19240872508 19543613509 20193792432 20720939624 20882217174 20990042736 21876608468 22140182064 22335558296 23559424504 23865391056 24488383192 27842956232 28861308762 30711392657 31081409436 32814912702 33503337444 33671526889 35339136756 36295282231 36732574788 38284064819 38481745016 39087227018 41441879248 41764434348 43753216936 44671116592 47118849008 48976766384 55685912464 57722617524 58630840527 61422785314 62162818872 65629825404 67006674888 67343053778 70678273512 72590564462 73465149576 76568129638 76963490032 78174454036 83528868696 87506433872 92134177971 101014580667 108885846693 114852194457 115445235048 117261681054 122845570628 124325637744 131259650808 134013349776 134686107556 141356547024 145181128924 146930299152 153136259276 156348908072 167057737392 184268355942 202029161334 214979748599 217771693386 229704388914 230890470096 234523362108 245691141256 254066975617 262519301616 269372215112 290362257848 306272518552 312697816144 368536711884 399248104541 404058322668 429959497198 435543386772 459408777828 469046724216 491382282512 508133951234 538744430224 580724515696 612545037104 644939245797 737073423768 762200926851 798496209082 808116645336 859918994396 871086773544 918817555656 938093448432 1016267902468 1197744313623 1289878491594 1474146847536 1524401853702 1596992418164 1616233290672 1719837988792 1742173547088 1837635111312 2032535804936 2395488627246 2579756983188 2794736731787 3048803707404 3193984836328 3439675977584 4065071609872 4790977254492 5159513966376 5589473463574 6097607414808 6387969672656 8384210195361 9581954508984 10319027932752 11178946927148 12195214829616 16768420390722 19163909017968 22357893854296 33536840781444 44715787708592 67073681562888 134147363125776
• Sum of all divisors σ(n): 477352031514624
• Sum of proper divisors (its aliquot sum) s(n): 343204668388848
• 134147363125776 is an abundant number, because the sum of its proper divisors (343204668388848) is greater than itself. Its abundance is 209057305263072

Bases of 134147363125776

• Binary: 11110100000000110011101111011010011101000010000₂
• Hexadecimal: 0x7A019DED3A10
• Base-36: 1BJUG4F7YO

Squares and roots of 134147363125776

• 134147363125776 squared (134147363125776²) is 17995515033598806473195602176
• 134147363125776 cubed (134147363125776³) is 2414050889847540187192443698080111947288576
• The square root of 134147363125776 is 11582200.2713550071
• The cube root of 134147363125776 is 51191.0510795233

Scales and comparisons

• 134,147,363,125,776 seconds is equal to 4,265,471 years, 10 weeks, 3 days, 15 hours, 49 minutes, 36 seconds.
• To count from 1 to 134,147,363,125,776 would take you about ten million, six hundred sixty-three thousand, six hundred seventy-eight 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 134147363125776 cubic inches would be around 4265.9 feet tall.

Recreational maths with 134147363125776

• 134147363125776 backwards is 677521363741431
• The number of decimal digits it has is: 15
• The sum of 134147363125776's digits is 60
• More coming soon!