312100091001342

Names of 312100091001342

• Cardinal: 312100091001342 can be written as Three hundred twelve trillion, one hundred billion, ninety-one million, one thousand, three hundred forty-two.

Scientific notation

• Scientific notation: 3.12100091001342 × 10¹⁴

Factors of 312100091001342

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 9
• Sum of prime factors: 5277

Divisors of 312100091001342

• Number of divisors d(n): 384
• Complete list of divisors:
  1 2 3 6 7 9 14 18 19 21 38 42 43 57 63 86 114 126 129 133 171 258 266 301 342 387 399 601 602 774 798 817 903 1197 1202 1634 1801 1803 1806 2394 2451 2709 2801 3602 3606 4207 4902 5403 5409 5418 5602 5719 7353 8403 8414 10806 10818 11419 11438 12607 12621 14706 16209 16806 17157 19607 22838 25209 25214 25242 25843 32418 34219 34257 34314 37821 37863 39214 50418 51471 51686 53219 58821 68438 68514 75642 75726 77443 77529 79933 102657 102771 102942 106438 113463 117642 120443 154886 155058 159657 159866 176463 180901 205314 205542 226926 232329 232587 239533 239799 240886 307971 319314 352926 361329 361802 372533 464658 465174 478971 479066 479598 491017 542101 542703 615942 696987 718599 719397 722658 745066 843101 957942 982034 1082401 1083987 1084202 1085406 1117599 1393974 1437198 1438794 1471417 1473051 1626303 1628109 1683401 1686202 2155797 2164802 2167974 2235198 2288417 2529303 2942834 2946102 3247203 3252606 3256218 3352797 3366802 3437119 4311594 4414251 4419153 4576834 4878909 5044601 5050203 5058606 6494406 6705594 6865251 6874238 7576807 7587909 8828502 8838306 9741609 9757818 10089202 10100406 10299919 10311357 11783807 13242753 13730502 15133803 15150609 15153614 15175818 16018919 19483218 20565619 20595753 20599838 20622714 22730421 23567614 26485506 30267606 30301218 30899757 30934071 31984619 32037838 35312207 35351421 41131238 41191506 45401409 45460842 46543243 48056757 61696857 61799514 61868142 63969238 68191263 70624414 70702842 72386243 90802818 92699271 93086486 95847419 95953857 96113514 105936621 106054263 123393714 136382526 139629729 143959333 144170271 144772486 185090571 185398542 191694838 191907714 211873242 212108526 216917843 217158729 223892333 279259458 287542257 287861571 287918666 288340542 317809863 325802701 370181142 418889187 431877999 433835686 434317458 447784666 506703701 575084514 575723142 635619726 650753529 651476187 651605402 670931933 671676999 837778374 862626771 863755998 884321617 977408103 1013407402 1295633997 1301507058 1302952374 1341863866 1343353998 1375338617 1518424901 1520111103 1725253542 1768643234 1952260587 1954816206 2012795799 2015030997 2591267994 2652964851 2750677234 2932224309 3031805201 3036849802 3040222206 3904521174 4025591598 4030061994 4121439017 4126015851 4555274703 4560333309 5305929702 5864448618 6038387397 6063610402 6190251319 7958894553 8242878034 8252031702 9095415603 9110549406 9120666618 9627370319 12076774794 12364317051 12378047553 12380502638 13665824109 15917789106 18190831206 18570753957 19254740638 21222636407 24728634102 24756095106 27286246809 27331648218 28850073119 28882110957 37092951153 37141507914 42445272814 54572493618 55712261871 57604298819 57700146238 57764221914 63667909221 74185902306 86550219357 86646332871 111424523742 115208597638 127335818442 130367623643 172812896457 173100438714 173292665742 191003727663 259650658071 260735247286 345625792914 382007455326 391102870929 403230091733 518438689371 519301316142 782205741858 806460183466 912573365501 1036877378742 1173308612787 1209690275199 1825146731002 2346617225574 2419380550398 2476984849217 2737720096503 3629070825597 4953969698434 5475440193006 7258141651194 7430954547651 8213160289509 14861909095302 16426320579018 17338893944519 22292863642953 34677787889038 44585727285906 52016681833557 104033363667114 156050045500671 312100091001342
• Sum of all divisors σ(n): 834558289044480
• Sum of proper divisors (its aliquot sum) s(n): 522458198043138
• 312100091001342 is an abundant number, because the sum of its proper divisors (522458198043138) is greater than itself. Its abundance is 210358107041796

Bases of 312100091001342

• Binary: 1000110111101101001110111000011101111100111111110₂
• Hexadecimal: 0x11BDA770EF9FE
• Base-36: 32MOSVZVNI

Squares and roots of 312100091001342

• 312100091001342 squared (312100091001342²) is 97406466803045957644245800964
• 312100091001342 cubed (312100091001342³) is 30400567153349841936400947782390865588893688
• The square root of 312100091001342 is 17666354.7740144175
• The cube root of 312100091001342 is 67831.4808572641

Scales and comparisons

• 312,100,091,001,342 seconds is equal to 9,923,817 years, 26 weeks, 1 day, 18 hours, 35 minutes, 42 seconds.
• To count from 1 to 312,100,091,001,342 would take you about twenty-four million, eight hundred nine thousand, five hundred forty-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 312100091001342 cubic inches would be around 5652.6 feet tall.

Recreational maths with 312100091001342

• 312100091001342 backwards is 243100190001213
• The number of decimal digits it has is: 15
• The sum of 312100091001342's digits is 27
• More coming soon!