3425643353979

Names of 3425643353979

• Cardinal: 3425643353979 can be written as Three trillion, four hundred twenty-five billion, six hundred forty-three million, three hundred fifty-three thousand, nine hundred seventy-nine.

Scientific notation

• Scientific notation: 3.425643353979 × 10¹²

Factors of 3425643353979

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 17
• Sum of prime factors: 117

Divisors of 3425643353979

• Number of divisors d(n): 432
• Complete list of divisors:
  1 3 7 9 11 17 21 27 33 51 63 77 79 81 99 119 121 153 187 189 231 237 243 289 297 357 363 459 553 561 567 693 711 729 847 867 869 891 1071 1089 1309 1343 1377 1659 1683 1701 2023 2057 2079 2133 2187 2541 2601 2607 2673 3179 3213 3267 3927 4029 4131 4977 5049 5103 6069 6083 6171 6237 6399 6561 7623 7803 7821 8019 9401 9537 9559 9639 9801 11781 12087 12393 14399 14773 14931 15147 15309 18207 18249 18513 18711 19197 19683 22253 22831 22869 23409 23463 24057 28203 28611 28677 28917 29403 34969 35343 36261 37179 43197 44319 44793 45441 45927 54621 54747 55539 56133 57591 59049 66759 66913 68493 68607 70227 70389 72171 84609 85833 86031 86751 88209 103411 104907 106029 108783 111537 129591 132957 134379 136323 137781 159817 162503 163863 164241 166617 168399 172773 177147 200277 200739 205479 205821 210681 211167 216513 244783 251141 253827 257499 258093 260253 264627 310233 314721 318087 326349 334611 388773 398871 403137 408969 413343 479451 487509 491589 492723 499851 505197 518319 600831 602217 616437 617463 632043 633501 649539 734349 753423 761481 772497 774279 780759 793881 930699 944163 954261 979047 1003833 1137521 1166319 1196613 1209411 1226907 1240029 1438353 1462527 1474767 1478169 1499553 1515591 1554957 1757987 1802493 1806651 1849311 1852389 1896129 1900503 1948617 2203047 2260269 2284443 2317491 2322837 2342277 2381643 2762551 2792097 2832489 2862783 2937141 3011499 3412563 3498957 3589839 3628233 3680721 4315059 4387581 4424301 4434507 4498659 4546773 4664871 5273961 5407479 5419953 5547933 5557167 5688387 5701509 6609141 6780807 6853329 6952473 6968511 7026831 7144929 8287653 8376291 8497467 8588349 8811423 10237689 10496871 10769517 10884699 11042163 12945177 13162743 13272903 13303521 13495977 13640319 13994613 15821883 16222437 16259859 16643799 16671501 17065161 17104527 19337857 19827423 20342421 20559987 20857419 20905533 21080493 21434787 24862959 25128873 25492401 25765047 26434269 30713067 31490613 32308551 32654097 33126489 38835531 39488229 39818709 39910563 40487931 47465649 48667311 48779577 49931397 50014503 51195483 51313581 58013571 59482269 61027263 61679961 62572257 62716599 74588877 75386619 76477203 77295141 79302807 92139201 94471839 96925653 97962291 116506593 118464687 119456127 119731689 121463793 142396947 146001933 146338731 149794191 150043509 153940743 174040713 178446807 183081789 185039883 187716771 188149797 223766631 226159857 229431609 231885423 237908421 276417603 283415517 290776959 349519779 355394061 358368381 359195067 364391379 427190841 438005799 439016193 449382573 522122139 535340421 549245367 555119649 563150313 564449391 671299893 678479571 688294827 829252809 850246551 872330877 1048559337 1066182183 1077585201 1281572523 1314017397 1317048579 1348147719 1566366417 1606021263 1647736101 1665358947 1693348173 2013899679 2035438713 2064884481 2487758427 2550739653 2616992631 3145678011 3198546549 3844717569 3942052191 3951145737 4044443157 4699099251 4818063789 4943208303 6041699037 6106316139 6194653443 7463275281 9437034033 9595639647 11534152707 11853437211 14097297753 14454191367 14829624909 18125097111 18318948417 22389825843 28311102099 28786918941 34602458121 42291893259 43362574101 44488874727 54375291333 67169477529 103807374363 126875679777 163125873999 201508432587 311422123089 380627039331 489377621997 1141881117993 3425643353979
• Sum of all divisors σ(n): 6943752524800
• Sum of proper divisors (its aliquot sum) s(n): 3518109170821
• 3425643353979 is an abundant number, because the sum of its proper divisors (3518109170821) is greater than itself. Its abundance is 92465816842

Bases of 3425643353979

• Binary: 110001110110011000010000010101011101111011₂
• Hexadecimal: 0x31D9841577B
• Base-36: 17PPVLSOR

Squares and roots of 3425643353979

• 3425643353979 squared (3425643353979²) is 11735032388660492295132441
• 3425643353979 cubed (3425643353979³) is 40200035710943124713026782723249332739
• The square root of 3425643353979 is 1850849.3601530623
• The cube root of 3425643353979 is 15074.6550165651

Scales and comparisons

• 3,425,643,353,979 seconds is equal to 108,924 years, 44 weeks, 5 days, 22 hours, 19 minutes, 39 seconds.
• To count from 1 to 3,425,643,353,979 would take you about two hundred seventy-two thousand, three hundred twelve 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 3425643353979 cubic inches would be around 1256.2 feet tall.

Recreational maths with 3425643353979

• 3425643353979 backwards is 9793533465243
• 3425643353979 is a Harshad number.
• The number of decimal digits it has is: 13
• The sum of 3425643353979's digits is 63
• More coming soon!