989553133640162

Names of 989553133640162

• Cardinal: 989553133640162 can be written as Nine hundred eighty-nine trillion, five hundred fifty-three billion, one hundred thirty-three million, six hundred forty thousand, one hundred sixty-two.

Scientific notation

• Scientific notation: 9.89553133640162 × 10¹⁴

Factors of 989553133640162

• Number of distinct prime factors ω(n): 9
• Total number of prime factors Ω(n): 9
• Sum of prime factors: 12042

Divisors of 989553133640162

• Number of divisors d(n): 512
• Complete list of divisors:
  1 2 7 13 14 17 19 26 31 34 38 62 91 119 133 151 182 217 221 238 247 266 302 313 323 403 434 442 494 527 589 626 646 806 1054 1057 1178 1547 1729 1963 2114 2191 2261 2567 2821 2869 3094 3458 3689 3926 4069 4123 4199 4382 4522 4681 5134 5321 5642 5738 5947 6851 7378 7657 8138 8246 8398 9362 9703 10013 10642 11489 11894 13702 13741 15314 17969 19406 20026 20083 22978 27482 28483 29393 32767 33371 35938 37247 37297 40166 41629 47263 47957 48773 53599 56966 58786 60853 65534 66742 67921 69173 70091 74494 74594 77311 79577 80423 83258 88939 94526 95914 97546 101099 107198 121706 126139 130169 135842 138346 140182 149357 154622 159154 160846 164951 177878 184357 195313 202198 218291 233597 252278 260338 261079 298714 329902 330841 341411 356159 368714 390626 425971 436582 467194 484211 522158 541177 557039 614419 622573 634049 661682 682822 707693 712318 803471 851942 882973 897997 911183 968422 1034501 1045499 1082354 1114078 1154657 1156207 1228838 1245146 1268098 1290499 1314287 1367191 1415386 1465153 1511963 1528037 1606942 1734839 1765946 1795994 1822366 2069002 2090998 2144363 2309314 2312414 2396641 2493113 2539069 2580998 2628574 2734382 2837783 2930306 3023926 3056074 3134069 3469678 3596057 3710947 4288726 4300933 4438343 4630067 4793282 4986226 5078138 5624297 5675566 6054703 6268138 6285979 6767021 7192114 7241507 7421894 8093449 8601866 8876686 9200009 9260134 10256071 10445123 10583741 11248594 11673961 12109406 12143873 12571958 13534042 14483014 15010541 15265949 16186898 16776487 17773483 18400018 19046989 19655519 19864481 20512142 20890246 21167482 21938483 22552907 23347922 24287746 24907601 25172399 25976629 27837907 29492263 30021082 30531898 32410469 32961941 33552974 35546966 38093978 39311038 39728962 40742897 42382921 43876966 45105814 46748741 47369147 48242311 49815202 50344798 51953258 53780009 55675814 58984526 61132969 64820938 65923882 68325083 73115861 78711139 81485794 81717727 84765842 87971273 93497482 94738294 96484622 106861643 107560018 111477767 115039357 122265938 133328923 136650166 137588633 146231722 157422278 157870349 163435454 174353207 175942546 194865349 198457337 206445841 213723286 222955534 230078714 230733587 266657846 275177266 285200279 315740698 323798813 327241187 337696177 348706414 361892791 376460063 383399419 389730698 396914674 412891682 427930783 428505233 461467174 473244419 478275581 543004607 550977973 560352997 570400558 615798911 647597626 654482374 675392354 699140117 723785582 752920126 766798838 780344369 794728597 805275499 855861566 857010466 888226079 914260153 946488838 956551162 1021820171 1086009214 1101955946 1120705994 1161526411 1231597822 1389201359 1398280234 1449210971 1495511641 1560688738 1589457194 1610550998 1776452158 1828520306 1895122039 2043640342 2118077573 2266591691 2323052822 2533249537 2683795933 2778402718 2898421942 2991023282 2999536631 3312710933 3790244078 3801032249 3922470979 4236155146 4533183382 4893980819 5066499074 5367591866 5563100179 5999073262 6152177447 6217582553 6399821071 6625421866 7059059891 7152741197 7284588961 7602064498 7844941958 8130684877 9231078319 9787961638 10144476797 10317087533 10468581487 11126200358 11885381989 12304354894 12435165106 12799642142 13265854273 13283662223 14118119782 14305482394 14569177922 14826543011 15099843343 16261369754 16833142817 17370942907 18462156638 20288953594 20634175066 20937162974 23770763978 24636586507 26531708546 26567324446 27535008449 29653086022 30199686686 33666285634 34741885814 36007318741 43065242129 49273173014 49413419237 50992122727 55070016898 64617548233 72014637482 72219612731 83197673923 86130484258 92985635561 98826838474 101984245454 105698903401 117831999719 120004018147 121596600349 129235096466 134122137929 144439225462 166395347846 172456105549 175390488061 185971271122 192745059143 211397806802 218830856621 225822257791 235663999438 240008036294 243193200698 252051231187 268244275858 286163427889 319829713523 344912211098 350780976122 385490118286 437661713242 451644515582 468095143633 504102462374 572326855778 639659427046 840028127029 936190287266 938854965503 1227733416427 1531815996347 1580755804537 1680056254058 1877709931006 2003143995223 2238807994661 2280076344793 2455466832854 3063631992694 3161511609074 3276666005431 3720124562557 4006287990446 4157786275799 4477615989322 4560152689586 5437105129891 6553332010862 7440249125114 8315572551598 10874210259782 15960534413551 26040871937899 29104503930593 31921068827102 38059735909237 52081743875798 58209007861186 70682366688583 76119471818474 141364733377166 494776566820081 989553133640162
• Sum of all divisors σ(n): 2122682410598400
• Sum of proper divisors (its aliquot sum) s(n): 1133129276958238
• 989553133640162 is an abundant number, because the sum of its proper divisors (1133129276958238) is greater than itself. Its abundance is 143576143318076

Bases of 989553133640162

• Binary: 11100000111111111001001011000001000101100111100010₂
• Hexadecimal: 0x383FE4B0459E2
• Base-36: 9QRMFM9IW2

Squares and roots of 989553133640162

• 989553133640162 squared (989553133640162²) is 979215404297064314864899386244
• 989553133640162 cubed (989553133640162³) is 968985671830878147122676945320071023348731528
• The square root of 989553133640162 is 31457163.4709832349
• The cube root of 989553133640162 is 99650.5514005247

Scales and comparisons

• 989,553,133,640,162 seconds is equal to 31,464,728 years, 39 weeks, 3 days, 23 hours, 36 minutes, 2 seconds.
• To count from 1 to 989,553,133,640,162 would take you about seventy-eight million, six hundred sixty-one thousand, eight hundred twenty-one 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 989553133640162 cubic inches would be around 8304.2 feet tall.

Recreational maths with 989553133640162

• 989553133640162 backwards is 261046331355989
• The number of decimal digits it has is: 15
• The sum of 989553133640162's digits is 65
• More coming soon!