343497990642345

Names of 343497990642345

• Cardinal: 343497990642345 can be written as Three hundred forty-three trillion, four hundred ninety-seven billion, nine hundred ninety million, six hundred forty-two thousand, three hundred forty-five.

Scientific notation

• Scientific notation: 3.43497990642345 × 10¹⁴

Factors of 343497990642345

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 16852

Divisors of 343497990642345

• Number of divisors d(n): 576
• Complete list of divisors:
  1 3 5 7 9 11 15 19 21 33 35 45 55 57 63 77 95 99 105 121 127 133 165 171 209 227 231 285 315 363 381 385 399 495 605 627 635 665 681 693 847 855 889 1045 1089 1135 1143 1155 1197 1397 1463 1589 1815 1881 1905 1995 2043 2299 2413 2497 2541 2667 3135 3405 3465 4191 4235 4313 4389 4445 4767 5445 5715 5985 6897 6985 7239 7315 7491 7623 7945 8001 9405 9779 10215 11495 12065 12485 12573 12705 12939 13167 13335 14301 15367 16093 16453 16891 17479 20691 20955 21565 21717 21945 22473 23835 26543 27467 28829 29337 30191 34485 36195 37455 38115 38817 40005 46101 47443 48279 48895 49359 50673 52437 62865 64695 65835 71505 76835 79629 80465 82265 82401 84455 86487 87395 88011 90573 103455 107569 108585 112365 115171 132715 137335 138303 142329 144145 144837 146685 148077 150955 152019 157311 180983 185801 192269 194085 201803 230505 237215 238887 241395 246795 247203 253365 259461 262185 271719 291973 312607 317119 322707 332101 345513 398145 412005 426987 432435 440055 452865 521873 537845 542949 547751 557403 575855 576807 605409 691515 711645 724185 740385 760095 786555 875919 904915 929005 937821 951357 961345 968121 996303 1009015 1036539 1194435 1236015 1266881 1297305 1358595 1459865 1563035 1565619 1585595 1613535 1628847 1643253 1660505 1672209 1727565 1730421 1816227 1990813 2043811 2089531 2134935 2188249 2219833 2609365 2627757 2714745 2738755 2787015 2813463 2854071 2884035 2988909 3027045 3438677 3488309 3653111 3734831 3800643 3834257 4379595 4689105 4696857 4756785 4840605 4929759 4981515 5182695 5972439 6025261 6131433 6268593 6334405 6564747 6659499 7828095 8144235 8216265 8361045 8652105 9081135 9954065 10219055 10316031 10447655 10464927 10941245 10959333 11099165 11204493 11401929 11502771 13138785 13935691 14067315 14270355 14626717 14944545 17193385 17441545 17917317 18075783 18265555 18394299 18674155 18805779 19003215 19171285 19694241 19978497 22984841 23484285 24070739 24418163 24648795 26143817 29862195 30126305 30657165 30948093 31342965 31394781 32823735 32877999 33297495 33613479 34508313 37825447 39701089 41083141 41807073 42176827 43880151 51580155 52324635 54227349 54796665 56022465 57009645 57513855 66277871 68954523 69678455 70961789 72212217 73133585 73254489 78431451 89586585 90378915 91971495 94028895 98471205 99892485 113476341 114924205 119103267 120353695 122090815 123249423 125421219 126530481 130719085 131640453 154740465 156973905 160893887 164389995 168067395 172541565 189127235 198505445 198833613 205415705 206863569 209035365 210884135 212885367 216636651 219400755 219763467 235294353 252833251 264778129 271136745 277907623 287581987 331389355 340429023 344772615 354808945 357309801 361061085 366272445 369748269 379591443 392157255 436711979 451914551 463945097 474323537 482681661 496732523 567381705 595516335 596500839 616247115 627106095 632652405 638656101 658202265 758499753 780579679 794334387 804469435 833722869 862745961 994168065 1034317845 1064426835 1083183255 1098817335 1176471765 1264166255 1310135937 1323890645 1355743653 1389538115 1391835291 1422970611 1437909935 1448044983 1490197569 1702145115 1769832757 1786549005 1848741345 1897957215 2183559895 2259572755 2275499259 2319725485 2341739037 2371617685 2383003161 2413408305 2483662615 2501168607 2588237883 2982504195 3056983853 3163401857 3193280505 3320264759 3792498765 3902898395 3930407811 3971671935 4067230959 4168614345 4175505873 4268911833 4313729805 4470592707 4803831769 5217558907 5309498271 5464057753 6550679685 6778718265 6959176455 7025217111 7114853055 7240224915 7450987845 8586376469 8849163785 9012147203 9170951559 9490205571 9960794277 11377496295 11708695185 11915015805 12505843035 12941189415 14411495307 15284919265 15652676721 15817009285 15928494813 16392173259 16601323795 19652039055 20336154795 20877529365 21344559165 22352963535 24019158845 25759129407 26087794535 26547491355 27036441609 27320288765 27512854677 28470616713 29882382831 33626822383 35126085555 36522912349 42931882345 43234485921 45060736015 45854757795 46958030163 47451027855 49176519777 49803971385 57393147977 60104635283 63085030421 72057476535 77277388221 78263383605 79642474065 81109324827 81960866295 99133619233 100880467149 109568737047 128795647035 135182208045 137564273385 142353083565 149411914155 168134111915 172179443931 180313905849 182614561745 189255091263 216172429605 234790150815 245882598885 286965739885 297400857699 300523176415 302641401447 315425152105 328706211141 386386941105 401752035839 405546624135 495668096165 504402335745 516538331793 540941717547 547843685235 567765273789 693935334631 860897219655 892202573097 901569529245 946275456315 1090469811563 1205256107517 1487004288495 1513207007235 1643531055705 2008760179195 2081806003893 2582691658965 2704708587735 2838826368945 3271409434689 3469676673155 3615768322551 4461012865485 5452349057815 6026280537585 6245418011679 7633288680941 9814228304067 10409030019465 16357047173445 18078841612755 22899866042823 31227090058395 38166443404705 49071141520335 68699598128469 114499330214115 343497990642345
• Sum of all divisors σ(n): 797044438794240
• Sum of proper divisors (its aliquot sum) s(n): 453546448151895
• 343497990642345 is an abundant number, because the sum of its proper divisors (453546448151895) is greater than itself. Its abundance is 110048457509550

Bases of 343497990642345

• Binary: 1001110000110100011011011101101101001101010101001₂
• Hexadecimal: 0x13868DBB69AA9
• Base-36: 3DRCSQRU09

Squares and roots of 343497990642345

• 343497990642345 squared (343497990642345²) is 117990869575328533185707099025
• 343497990642345 cubed (343497990642345³) is 40529626613268349856303091892991486273213625
• The square root of 343497990642345 is 18533698.7847095703
• The cube root of 343497990642345 is 70033.8605327233

Scales and comparisons

• 343,497,990,642,345 seconds is equal to 10,922,173 years, 30 weeks, 5 days, 23 hours, 45 minutes, 45 seconds.
• To count from 1 to 343,497,990,642,345 would take you about twenty-seven million, three hundred five thousand, four hundred thirty-three 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 343497990642345 cubic inches would be around 5836.2 feet tall.

Recreational maths with 343497990642345

• 343497990642345 backwards is 543246099794343
• The number of decimal digits it has is: 15
• The sum of 343497990642345's digits is 72
• More coming soon!