413420672342720

Names of 413420672342720

• Cardinal: 413420672342720 can be written as Four hundred thirteen trillion, four hundred twenty billion, six hundred seventy-two million, three hundred forty-two thousand, seven hundred twenty.

Scientific notation

• Scientific notation: 4.1342067234272 × 10¹⁴

Factors of 413420672342720

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 3363

Divisors of 413420672342720

• Number of divisors d(n): 896
• Complete list of divisors:
  1 2 4 5 7 8 10 14 16 19 20 28 32 35 38 40 56 64 67 70 76 80 95 112 133 134 140 152 160 190 191 224 266 268 271 280 304 320 335 380 382 448 469 532 536 542 560 608 665 670 760 764 938 955 1064 1072 1084 1120 1216 1273 1330 1337 1340 1355 1520 1528 1876 1897 1910 2128 2144 2168 2240 2345 2546 2660 2674 2680 2710 2801 3040 3056 3629 3752 3794 3820 4256 4288 4336 4690 5092 5149 5320 5348 5360 5420 5602 6080 6112 6365 6685 7258 7504 7588 7640 8512 8672 8911 9380 9485 10184 10298 10640 10696 10720 10840 11204 12224 12730 12797 13370 14005 14516 15008 15176 15280 17344 17822 18145 18157 18760 18970 19607 20368 20596 21280 21392 21440 21680 22408 25403 25460 25594 25745 26740 28010 29032 30016 30352 30560 35644 36043 36290 36314 37520 37940 39214 40736 41192 42560 42784 43360 44555 44816 50806 50920 51188 51490 51761 53219 53480 56020 58064 60704 61120 63985 71288 72086 72580 72628 75040 75880 78428 81472 82384 85568 86720 89110 89579 89632 90785 98035 101612 101840 102376 102980 103522 106438 106960 112040 116128 121408 127015 127099 127970 142576 144172 145160 145256 150080 151760 156856 164768 178220 179158 179264 180215 181570 187667 196070 203224 203680 204752 205960 207044 212876 213920 224080 232256 243143 254030 254198 255940 258805 266095 285152 288344 290320 290512 303520 313712 329536 344983 356440 358316 360430 362327 363140 372533 375334 392140 406448 407360 409504 411920 414088 425752 427840 447895 448160 486286 508060 508396 511880 517610 532190 534991 570304 576688 580640 581024 607040 627424 635495 689966 712880 716632 720860 724654 726280 745066 750668 759071 784280 812896 819008 823840 828176 851504 895790 896320 938335 972572 983459 1016120 1016792 1023760 1035220 1064380 1069982 1153376 1161280 1162048 1215715 1254848 1270990 1313669 1379932 1425760 1433264 1441720 1449308 1452560 1490132 1501336 1518142 1568560 1625792 1647680 1656352 1702001 1703008 1724915 1791580 1811635 1862665 1876670 1945144 1966918 2032240 2033584 2047520 2070440 2128760 2139964 2306752 2414881 2431430 2541980 2627338 2674955 2759864 2851520 2866528 2883440 2898616 2905120 2980264 3002672 3036284 3137120 3312704 3404002 3406016 3449830 3467987 3565673 3583160 3623270 3725330 3744937 3753340 3795355 3890288 3933836 4064480 4067168 4095040 4140880 4257520 4279928 4829762 4862860 4917295 5083960 5254676 5313497 5349910 5519728 5733056 5766880 5797232 5810240 5960528 6005344 6072568 6274240 6568345 6808004 6884213 6899660 6935974 7131346 7166320 7246540 7450660 7489874 7506680 7590710 7780576 7867672 8128960 8134336 8281760 8510005 8515040 8559856 9659524 9725720 9834590 10164829 10167920 10509352 10626994 10699820 11039456 11533760 11594464 11921056 12010688 12074405 12145136 13136690 13616008 13768426 13799320 13871948 14262692 14332640 14422349 14493080 14901320 14979748 15013360 15181420 15561152 15735344 16563520 17020010 17030080 17119712 17339935 17828365 18724685 19319048 19451440 19669180 20329658 20335840 21018704 21253988 21399640 22078912 23188928 23842112 24148810 24275909 24290272 24959711 26273380 26567485 27232016 27536852 27598640 27743896 28525384 28665280 28844698 28986160 29802640 29959496 30026720 30362840 31470688 34040020 34239424 34421065 34679870 35656730 35844397 37449370 38638096 38902880 39338360 40659316 40671680 42037408 42507976 42799280 48297620 48551818 48580544 49919422 50824145 50857757 52546760 53134970 54464032 55073704 55197280 55487792 57050768 57689396 57972320 59605280 59918992 60053440 60725680 62941376 65891753 68080040 68842130 69359740 71153803 71313460 71688794 72111745 74898740 77276192 77805760 78676720 81318632 84074816 85015952 85598560 96595240 97103636 99838844 100956443 101648290 101715514 105093520 106269940 108928064 110147408 110394560 110975584 114101536 115378792 115944640 119210560 119837984 121379545 121451360 124798555 131783506 136160080 137684260 138719480 142307606 142626920 143377588 144223490 144982561 149797480 154552384 157353440 162637264 170031904 171197120 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1424017196 1433775880 1449825610 1553658176 1597421504 1615303088 1626372640 1627448224 1700319040 1780021495 1844969084 1932594766 1942072720 1996776880 2007286232 2019128860 2029755854 2034310280 2108536096 2202948160 2276921696 2294041408 2306211355 2307575840 2319720976 2509107790 2635670120 2724174172 2754668659 2846152120 2848034392 2867551760 2899651220 3230606176 3252745280 3254896448 3405217715 3560042990 3689938168 3865189532 3884145440 3993553760 4014572464 4038257720 4059511708 4068620560 4217072192 4553843392 4612422710 4615151680 4639441952 4767304801 4831486915 5018215580 5074389635 5271340240 5448348344 5509337318 5692304240 5696068784 5735103520 5799302440 6461212352 6764081681 6810435430 7120085980 7379876336 7730379064 7768290880 7987107520 8029144928 8076515440 8119023416 8137241120 9224845420 9278883904 9534609602 9662973830 9713831587 10036431160 10148779270 10542680480 10896696688 11018674636 11384608480 11392137568 11470207040 11598604880 13528163362 13620870860 13773343295 14240171960 14759752672 15460758128 16058289856 16153030880 16238046832 16274482240 18449690840 19069219204 19282680613 19325947660 19427663174 20072862320 20297558540 21085360960 21793393376 22037349272 22769216960 22784275136 23197209760 23836524005 27056326724 27241741720 27546686590 28480343920 29519505344 30921516256 32306061760 32476093664 33820408405 36899381680 38138438408 38565361226 38651895320 38855326348 40145724640 40595117080 43586786752 44074698544 46394419520 47673048010 48569157935 54112653448 54483483440 55093373180 56960687840 61843032512 64952187328 67640816810 67996821109 73798763360 76276876816 77130722452 77303790640 77710652696 80291449280 81190234160 88149397088 95346096020 96413403065 97138315870 108225306896 108966966880 110186746360 113921375680 135281633620 135993642218 147597526720 152553753632 154261444904 154607581280 155421305392 162380468320 176298794176 184562800153 190692192040 192826806130 194276631740 216450613792 217933933760 220373492720 270563267240 271987284436 305107507264 308522889808 309215162560 310842610784 324760936640 339984105545 369125600306 381384384080 385653612260 388553263480 432901227584 440746985440 541126534480 543974568872 617045779616 621685221568 679968211090 738251200612 762768768160 771307224520 777106526960 881493970880 922814000765 1082253068960 1087949137744 1234091559232 1291939601071 1359936422180 1476502401224 1525537536320 1542614449040 1554213053920 1845628001530 2164506137920 2175898275488 2583879202142 2719872844360 2953004802448 3085228898080 3108426107840 3691256003060 4351796550976 5167758404284 5439745688720 5906009604896 6170457796160 6459698005355 7382512006120 10335516808568 10879491377440 11812019209792 12919396010710 14765024012240 20671033617136 21758982754880 25838792021420 29530048024480 41342067234272 51677584042840 59060096048960 82684134468544 103355168085680 206710336171360 413420672342720
• Sum of all divisors σ(n): 1213171307642880
• Sum of proper divisors (its aliquot sum) s(n): 799750635300160
• 413420672342720 is an abundant number, because the sum of its proper divisors (799750635300160) is greater than itself. Its abundance is 386329962957440

Bases of 413420672342720

• Binary: 1011110000000000100000000010100010101101011000000₂
• Hexadecimal: 0x1780100515AC0
• Base-36: 42JMU23V7K

Squares and roots of 413420672342720

• 413420672342720 squared (413420672342720²) is 170916652320306649533136998400
• 413420672342720 cubed (413420672342720³) is 70660477316828089379273479074587636891648000
• The square root of 413420672342720 is 20332748.7650519109
• The cube root of 413420672342720 is 74495.6183986881

Scales and comparisons

• 413,420,672,342,720 seconds is equal to 13,145,498 years, 30 weeks, 3 days, 10 hours, 45 minutes, 20 seconds.
• To count from 1 to 413,420,672,342,720 would take you about thirty-two million, eight hundred sixty-three thousand, seven hundred forty-six 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 413420672342720 cubic inches would be around 6208 feet tall.

Recreational maths with 413420672342720

• 413420672342720 backwards is 027243276024314
• The number of decimal digits it has is: 15
• The sum of 413420672342720's digits is 47
• More coming soon!