164507373884420

Names of 164507373884420

• Cardinal: 164507373884420 can be written as One hundred sixty-four trillion, five hundred seven billion, three hundred seventy-three million, eight hundred eighty-four thousand, four hundred twenty.

Scientific notation

• Scientific notation: 1.6450737388442 × 10¹⁴

Factors of 164507373884420

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 960

Divisors of 164507373884420

• Number of divisors d(n): 576
• Complete list of divisors:
  1 2 4 5 7 10 14 20 28 29 35 49 58 70 98 116 140 145 196 203 245 290 293 307 317 343 406 490 580 586 614 634 686 812 841 980 1015 1172 1228 1268 1372 1421 1465 1535 1585 1682 1715 2030 2051 2149 2219 2842 2930 3070 3170 3364 3430 4060 4102 4205 4298 4438 5684 5860 5887 6140 6340 6860 7105 8204 8410 8497 8596 8876 8903 9193 9947 10255 10745 11095 11774 14210 14357 15043 15533 16820 16994 17806 18386 19894 20510 21490 22190 23548 28420 28714 29435 30086 31066 33988 35612 36772 39788 41020 41209 42485 42980 44380 44515 45965 49735 57428 58870 59479 60172 62132 62321 64351 71785 75215 77665 82418 84970 89030 89951 91930 92881 97319 99470 100499 105301 108731 117740 118958 124642 128702 143570 150430 155330 164836 169940 178060 179902 183860 185762 194638 198940 200998 206045 210602 217462 237916 246413 249284 257404 258187 266597 287140 288463 297395 300860 310660 311605 321755 359804 371524 389276 401996 412090 416353 421204 434924 436247 449755 450457 464405 486595 492826 502495 516374 526505 533194 543655 576926 594790 623210 629657 643510 650167 681233 824180 832706 872494 899510 900914 928810 973190 985652 1004990 1032748 1053010 1066388 1087310 1153852 1189580 1232065 1246420 1259314 1287020 1290935 1300334 1332985 1362466 1442315 1665412 1724891 1744988 1799020 1801828 1807309 1857620 1866179 1946380 2009980 2081765 2106020 2174620 2181235 2252285 2464130 2518628 2581870 2600668 2608579 2665970 2693549 2724932 2822251 2884630 2914471 3053729 3148285 3153199 3250835 3406165 3449782 3614618 3732358 4163530 4362470 4407599 4504570 4551169 4768631 4928260 5163740 5217158 5331940 5387098 5644502 5769260 5828942 6107458 6296570 6306398 6501670 6812330 6899564 7229236 7464716 8327060 8624455 8724940 8815198 9009140 9036545 9102338 9330895 9537262 10434316 10774196 11289004 11657884 12074237 12214916 12593140 12612796 12651163 13003340 13042895 13063253 13467745 13624660 14111255 14572355 15268645 15765995 17248910 17630396 18073090 18204676 18260053 18661790 18854843 19074524 19755757 22037995 22755845 23843155 24148474 25302326 26085790 26126506 26935490 28222510 28514467 29144710 30537290 30853193 31531990 31858183 33380417 34497820 36146180 36520106 37323580 37709686 39511514 44075990 45511690 47686310 48296948 50604652 52171580 52253012 53870980 56445020 57028934 58289420 60371185 61074580 61706386 63063980 63255815 63716366 65316265 66760834 73040212 75419372 75648791 78112921 79023028 81845279 84519659 88151980 88558141 91023380 91300265 91442771 94274215 95372620 98778785 114057868 120742370 123412772 126511630 127432732 127820371 130632530 131983901 133521668 138290299 142572335 151297582 154265965 156225842 159290915 163690558 166902085 169039318 177116282 182600530 182885542 188548430 197557570 199601269 241484740 253023260 255640742 261265060 263967802 276580598 285144670 302595164 308531930 312451684 318581830 327381116 333804170 338078636 354232564 365201060 365771084 377096860 378243955 390564605 395115140 399202538 409226395 422598295 442790705 457213855 511281484 527935604 529541537 546790447 553161196 570289340 572916953 617063860 637163660 639101855 659919505 667608340 691451495 756487910 781129210 798405076 818452790 826919543 845196590 885581410 894742597 914427710 923887307 968032093 998006345 1059083074 1093580894 1145833906 1278203710 1319839010 1382902990 1397208883 1512975820 1562258420 1636905580 1653839086 1690393180 1771162820 1789485194 1828855420 1847774614 1936064186 1996012690 2118166148 2187161788 2291667812 2556407420 2639678020 2647707685 2733952235 2765805980 2794417766 2864584765 3307678172 3578970388 3695549228 3706790759 3827533129 3872128372 3992025380 4010418671 4134597715 4473712985 4619436535 4840160465 5295415370 5467904470 5588835532 5729169530 5788436801 6986044415 7413581518 7655066258 8020837342 8269195430 8947425970 9238873070 9680320930 9780462181 10590830740 10935808940 11458339060 11576873602 13972088830 14827163036 15310132516 16041674684 16538390860 17894851940 18477746140 18533953795 19137665645 19360641860 19560924362 20052093355 23153747204 23980666747 25947535313 26792731903 27944177660 28072930697 28942184005 37067907590 38275331290 39121848724 40104186710 40519057607 47961333494 48902310905 51895070626 53585463806 56145861394 57884368010 74135815180 76550662580 80208373420 81038115214 95922666988 97804621810 103790141252 107170927612 112291722788 115768736020 119903333735 129737676565 133963659515 140364653485 162076230428 167864667229 195609243620 202595288035 239806667470 259475353130 267927319030 280729306970 283633403249 335729334458 405190576070 479613334940 518950706260 535854638060 561458613940 567266806498 671458668916 810381152140 839323336145 1134533612996 1175052670603 1418167016245 1678646672290 2350105341206 2836334032490 3357293344580 4700210682412 5672668064980 5875263353015 8225368694221 11750526706030 16450737388442 23501053412060 32901474776884 41126843471105 82253686942210 164507373884420
• Sum of all divisors σ(n): 421359319180800
• Sum of proper divisors (its aliquot sum) s(n): 256851945296380
• 164507373884420 is an abundant number, because the sum of its proper divisors (256851945296380) is greater than itself. Its abundance is 92344571411960

Bases of 164507373884420

• Binary: 100101011001111001011011100101010101010000000100₂
• Hexadecimal: 0x959E5B955404
• Base-36: 1MB9N6YFB8

Squares and roots of 164507373884420

• 164507373884420 squared (164507373884420²) is 27062676062348351439518736400
• 164507373884420 cubed (164507373884420³) is 4452009769301683469258124689582638046888000
• The square root of 164507373884420 is 12826042.7991029249
• The cube root of 164507373884420 is 54793.4260815627

Scales and comparisons

• 164,507,373,884,420 seconds is equal to 5,230,825 years, 33 weeks, 1 hour, 40 minutes, 20 seconds.
• To count from 1 to 164,507,373,884,420 would take you about thirteen million, seventy-seven thousand and sixty-four 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 164507373884420 cubic inches would be around 4566.1 feet tall.

Recreational maths with 164507373884420

• 164507373884420 backwards is 024488373705461
• The number of decimal digits it has is: 15
• The sum of 164507373884420's digits is 62
• More coming soon!