138106304336

Names of 138106304336

• Cardinal: 138106304336 can be written as One hundred thirty-eight billion, one hundred six million, three hundred four thousand, three hundred thirty-six.

Scientific notation

• Scientific notation: 1.38106304336 × 10¹¹

Factors of 138106304336

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 346

Divisors of 138106304336

• Number of divisors d(n): 480
• Complete list of divisors:
  1 2 4 7 8 11 13 14 16 22 26 28 44 52 56 61 71 77 88 91 104 112 121 122 142 143 154 176 181 182 208 242 244 284 286 308 362 364 427 484 488 497 568 572 616 671 724 728 781 793 847 854 923 968 976 994 1001 1136 1144 1232 1267 1342 1448 1456 1562 1573 1586 1694 1708 1846 1936 1988 1991 2002 2288 2353 2534 2684 2896 3124 3146 3172 3388 3416 3692 3976 3982 4004 4331 4697 4706 5068 5368 5467 5551 6248 6292 6344 6461 6776 6832 7381 7384 7952 7964 8008 8591 8662 8723 9394 9412 10136 10153 10736 10934 11011 11041 11102 12496 12584 12688 12851 12922 13552 13937 14762 14768 15928 16016 16471 17182 17324 17446 18788 18824 20272 20306 21868 21901 22022 22082 22204 25168 25702 25844 25883 27874 29524 30317 31856 32942 34364 34648 34892 37576 37648 40612 43736 43802 44044 44164 44408 47641 51404 51667 51688 51766 55748 56303 59048 60137 60634 61061 65884 68728 69296 69784 71071 75152 77287 81224 87472 87604 88088 88328 88816 89957 95282 95953 102808 103334 103376 103532 111496 111683 112606 118096 120274 121268 121451 122122 131768 137456 139568 141361 142142 143533 153307 154574 162448 167063 175208 176176 176656 179914 181181 190564 191906 205616 206668 207064 222992 223366 225212 240548 242536 242902 244244 263536 282722 284284 284713 287066 306614 309148 333487 334126 350416 359828 362362 381128 383812 394121 413336 414128 446732 450424 481096 485072 485804 488488 524051 565444 568568 569426 574132 613228 618296 619333 666974 668252 671671 719656 724724 762256 767624 781781 783911 788242 826672 850157 893464 900848 962192 971608 976976 989527 1004731 1048102 1130888 1137136 1138852 1148264 1169441 1226456 1236592 1238666 1333948 1335961 1336504 1343342 1439312 1449448 1535248 1554971 1563562 1567822 1576484 1578863 1700314 1786928 1837693 1943216 1979054 1992991 2009462 2096204 2261776 2277704 2296528 2338882 2452912 2477332 2667896 2671922 2673008 2686684 2898896 3109942 3127124 3135644 3152968 3157726 3400628 3668357 3675386 3958108 3985982 4018924 4192408 4335331 4555408 4677764 4954664 5335792 5343844 5373368 5487377 6219884 6254248 6271288 6305936 6315452 6801256 6812663 7336714 7350772 7916216 7971964 8037848 8384816 8623021 8670662 9351727 9355528 9909328 10190843 10687688 10746736 10884797 10974754 11052041 12439768 12508496 12542576 12630904 12863851 13602512 13625326 14673428 14701544 15832432 15943928 16075696 17246042 17341324 17367493 18703454 18711056 20214623 20381686 21375376 21769594 21949508 22104082 24879536 25261808 25727702 27250652 29346856 29403088 31887856 34492084 34682648 34734986 37406908 40429246 40763372 43539188 43899016 44208164 47688641 51455404 54501304 58693712 60361147 68984168 69365296 69469972 71335901 74813816 80858492 81526744 87078376 87798032 88416328 94853231 95377282 102910808 109002608 112099273 120722294 121572451 137968336 138939944 141502361 142671802 149627632 161716984 163053488 174156752 176832656 189706462 190754564 205821616 224198546 241444588 243144902 277879888 283004722 285343604 323433968 379412924 381509128 448397092 482889176 486289804 566009444 570687208 663972617 758825848 763018256 784694911 896794184 965778352 972579608 1132018888 1141374416 1233092003 1327945234 1517651696 1569389822 1793588368 1945159216 2264037776 2466184006 2655890468 3138779644 4932368012 5311780936 6277559288 8631644021 9864736024 10623561872 12555118576 17263288042 19729472048 34526576084 69053152168 138106304336
• Sum of all divisors σ(n): 375168987648
• Sum of proper divisors (its aliquot sum) s(n): 237062683312
• 138106304336 is an abundant number, because the sum of its proper divisors (237062683312) is greater than itself. Its abundance is 98956378976

Bases of 138106304336

• Binary: 10000000100111110001101111011101010000₂
• Hexadecimal: 0x2027C6F750
• Base-36: 1RG0XEFK

Squares and roots of 138106304336

• 138106304336 squared (138106304336²) is 19073351297347852400896
• 138106304336 cubed (138106304336³) is 2634150058978962933334151255085056
• The square root of 138106304336 is 371626.5657027227
• The cube root of 138106304336 is 5168.9758285127

Scales and comparisons

• 138,106,304,336 seconds is equal to 4,391 years, 18 weeks, 2 days, 14 hours, 18 minutes, 56 seconds.
• To count from 1 to 138,106,304,336 would take you about eight thousand, seven hundred eighty-two 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 138106304336 cubic inches would be around 430.7 feet tall.

Recreational maths with 138106304336

• 138106304336 backwards is 633403601831
• The number of decimal digits it has is: 12
• The sum of 138106304336's digits is 38
• More coming soon!