13776776313122420

Names of 13776776313122420

• Cardinal: 13776776313122420 can be written as Thirteen quadrillion, seven hundred seventy-six trillion, seven hundred seventy-six billion, three hundred thirteen million, one hundred twenty-two thousand, four hundred twenty.

Scientific notation

• Scientific notation: 1.377677631312242 × 10¹⁶

Factors of 13776776313122420

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 1293

Divisors of 13776776313122420

• Number of divisors d(n): 486
• Complete list of divisors:
  1 2 4 5 10 13 17 20 26 34 52 65 68 85 103 130 169 170 206 221 260 289 338 340 412 442 515 578 676 845 884 1030 1105 1153 1156 1339 1445 1690 1751 2060 2210 2306 2678 2873 2890 3380 3502 3757 4420 4612 5356 5746 5765 5780 6695 7004 7514 8755 10609 11492 11530 13390 14365 14989 15028 17407 17510 18785 19601 21218 22763 23060 26780 28730 29767 29978 34814 35020 37570 39202 42436 45526 48841 53045 57460 59534 59956 69628 74945 75140 78404 87035 91052 97682 98005 106090 113815 118759 119068 137917 148835 149890 174070 180353 194857 195364 196010 212180 227630 237518 244205 254813 275834 295919 297670 299780 333217 348140 360706 386971 389714 392020 455260 475036 488410 509626 551668 591838 593795 595340 666434 689585 721412 773942 779428 901765 974285 976820 1019252 1183676 1187590 1274065 1329409 1332868 1379170 1479595 1543867 1547884 1666085 1792921 1803530 1934855 1948570 2018903 2344589 2375180 2548130 2658818 2758340 2959190 3066001 3087734 3312569 3332170 3585842 3607060 3869710 3897140 4037806 4331821 4689178 5030623 5096260 5317636 5918380 6132002 6175468 6625138 6647045 6664340 7171684 7719335 7739420 8075612 8663642 8964605 9378356 10061246 10094515 11722945 12232177 12264004 13250276 13294090 15330005 15438670 16562845 17282317 17327284 17929210 20070271 20122492 20189030 21659105 22599953 23445890 24464354 25153115 26245739 26588180 30479657 30660010 30877340 33125690 34321351 34564634 35858420 39858013 40140542 40378060 43318210 45199906 46891780 48928708 50306230 52491478 56313673 60959314 61160885 61320020 66251380 68642702 69129268 79716026 80281084 86411585 86636420 90399812 100351355 100612460 104982956 112627346 112999765 121918628 122321770 131228695 136929127 137285404 152398285 159018301 159432052 171606755 172823170 199290065 200702710 207947009 224670121 225254692 225999530 244643540 262457390 273858254 281568365 293799389 304796570 318036602 341194607 343213510 345646340 384199201 398580130 401405420 415894018 446177563 449340242 451999060 518154169 524914780 547716508 563136730 587598778 609593140 636073204 682389214 684645635 686427020 768398402 795091505 797160260 831788036 892355126 898680484 1036308338 1039735045 1123350605 1126273460 1175197556 1364778428 1369291270 1468996945 1536796804 1590183010 1705973035 1780078651 1784710252 1920996005 2067237913 2072616676 2079470090 2230887815 2246701210 2327795159 2590770845 2703311117 2738582540 2937993890 3180366020 3411946070 3535099153 3560157302 3819392057 3841992010 4134475826 4158940180 4461775630 4493402420 4655590318 4994589613 5181541690 5406622234 5800308319 5875987780 6823892140 7070198306 7120314604 7638784114 7683984020 8268951652 8900393255 8923551260 9311180636 9989179226 10336189565 10363083380 10813244468 11600616638 11638975795 13516555585 14103700081 14140396612 15277568228 17675495765 17800786510 19096960285 19978358452 20672379130 23141022463 23201233276 23277951590 24972948065 27033111170 28207400162 29001541595 30261337067 35143044521 35350991530 35601573020 38193920570 39572517703 41344758260 45956288989 46282044926 46555903180 49945896130 54066222340 56414800324 58003083190 60522674134 64929664969 70286089042 70518500405 70701983060 76387841140 79145035406 91912577978 92564089852 99891792260 115705112315 116006166380 121045348268 129859329938 140572178084 141037000810 151306685335 158290070812 175715222605 183348101053 183825155956 197862588515 229781444945 231410224630 239762901377 259718659876 282074001620 302613370670 324648324845 351430445210 366696202106 393397381871 395725177030 459562889890 462820449260 479525802754 514442730139 597431756857 605226741340 649296649690 702860890420 733392404212 786794763742 791450354060 916740505265 919125779780 959051605508 1028885460278 1194863513714 1198814506885 1298593299380 1573589527484 1833481010530 1966986909355 2057770920556 2383525313689 2389727027428 2397629013770 2572213650695 2987158784285 3116917717901 3666962021060 3933973818710 4075969323409 4767050627378 4795258027540 5144427301390 5974317568570 6233835435802 6687755491807 7867947637420 8151938646818 9534101254756 10288854602780 11917626568445 11948635137140 12467670871604 13375510983614 15584588589505 16303877293636 20379846617045 23835253136890 26751021967228 31169177179010 33438777459035 40519930332713 40759693234090 47670506273780 52987601204317 62338354358020 66877554918070 81039860665426 81519386468180 105975202408634 133755109836140 162079721330852 202599651663565 211950404817268 264938006021585 405199303327130 529876012043170 688838815656121 810398606654260 1059752024086340 1377677631312242 2755355262624484 3444194078280605 6888388156561210 13776776313122420
• Sum of all divisors σ(n): 33634525328915238
• Sum of proper divisors (its aliquot sum) s(n): 19857749015792818
• 13776776313122420 is an abundant number, because the sum of its proper divisors (19857749015792818) is greater than itself. Its abundance is 6080972702670398

Bases of 13776776313122420

• Binary: 110000111100011110011110110010010010110010111001110100₂
• Hexadecimal: 0x30F1E7B24B2E74
• Base-36: 3RNGJNZ0CJ8

Squares and roots of 13776776313122420

• 13776776313122420 squared (13776776313122420²) is 189799565581810979881489906656400
• 13776776313122420 cubed (13776776313122420³) is 2614826159348418834093154993329564544226076488000
• The square root of 13776776313122420 is 117374513.0474347059
• The cube root of 13776776313122420 is 239726.4029963653

Scales and comparisons

• 13,776,776,313,122,420 seconds is equal to 438,058,872 years, 20 weeks, 2 days, 40 minutes, 20 seconds.
• To count from 1 to 13,776,776,313,122,420 would take you about one billion, three hundred fourteen million, one hundred seventy-six thousand, six hundred seventeen 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 13776776313122420 cubic inches would be around 19977.2 feet tall.

Recreational maths with 13776776313122420

• 13776776313122420 backwards is 02422131367767731
• The number of decimal digits it has is: 17
• The sum of 13776776313122420's digits is 62
• More coming soon!