13677417309110672

Names of 13677417309110672

• Cardinal: 13677417309110672 can be written as Thirteen quadrillion, six hundred seventy-seven trillion, four hundred seventeen billion, three hundred nine million, one hundred ten thousand, six hundred seventy-two.

Scientific notation

• Scientific notation: 1.3677417309110672 × 10¹⁶

Factors of 13677417309110672

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 1725

Divisors of 13677417309110672

• Number of divisors d(n): 360
• Complete list of divisors:
  1 2 4 8 13 16 26 31 52 59 62 104 118 124 127 208 236 248 254 403 472 496 508 767 806 944 1016 1493 1534 1612 1651 1829 2032 2986 3068 3224 3302 3658 3937 5972 6136 6448 6604 7316 7493 7874 11944 12272 13208 14632 14986 15748 16129 19409 23777 23888 26416 29264 29972 31496 32258 38818 46283 47554 51181 59944 62992 64516 77636 88087 92566 95108 97409 102362 119888 129032 155272 176174 185132 189611 190216 194818 204724 209677 232283 258064 310544 352348 370264 379222 380432 389636 409448 419354 464566 499999 601679 704696 740528 758444 779272 818896 838708 929132 951611 999998 1145131 1203358 1409392 1516888 1558544 1677416 1858264 1903222 1999996 2229049 2290262 2406716 2464943 2730697 3019679 3033776 3354832 3716528 3806444 3999992 4458098 4580524 4813432 4929886 5461394 5877941 6039358 6499987 7612888 7999984 8916196 9161048 9626864 9859772 10922788 11187049 11755882 12078716 12370943 12999974 15225776 17832392 18322096 19719544 21845576 22374098 23511764 24080597 24157432 24741886 25999948 28977637 29499941 35499061 35664784 39439088 43691152 44748196 47023528 48161194 48314864 49483772 51999896 57955274 58999882 69100519 70998122 76413233 89496392 94047056 96322388 98967544 103999792 115910548 117999764 131513891 138201038 141996244 145431637 152826466 178992784 192644776 197935088 231821096 235999528 263027782 276402076 283089223 283992488 290863274 305652932 313047761 346798519 383499233 385289552 463642192 471999056 526055564 552804152 566178446 567984976 581726548 611305864 626095522 693597038 746498507 766998466 898306747 1052111128 1105608304 1132356892 1163453096 1222611728 1252191044 1387194076 1420755223 1492997014 1533996932 1709680583 1796613494 2104222256 2264713784 2326906192 2504382088 2774388152 2841510446 2985994028 3067993864 3419361166 3593226988 3680159899 4076930621 4508380747 4529427568 5008764176 5548776304 5683020892 5971988056 6135987728 6838722332 7186453976 7360319798 8153861242 8775765913 9016761494 9704480591 11366041784 11943976112 13677444664 14372907952 14720639596 16307722484 16702264157 17551531826 18033522988 18469817899 19408961182 22732083568 27354889328 29441279192 32615444968 33404528314 35103063652 35952331321 36067045976 36939635798 38817922364 44043411913 53000098073 58882558384 65230889936 66809056628 70206127304 71904662642 72134091952 73879271596 77635844728 88086823826 106000196146 114084956869 133618113256 140412254608 143809325284 147758543192 155271689456 176173647652 212000392292 217129434041 228169913738 267236226512 287618650568 295517086384 352347295304 424000784584 434258868082 456339827476 467380307173 517770188867 572564354869 575237301136 704694590608 848001569168 868517736164 912679654952 934760614346 1035540377734 1114522270951 1145128709738 1737035472328 1825359309904 1869521228692 2071080755468 2121187547939 2229044541902 2290257419476 3474070944656 3739042457384 4142161510936 4242375095878 4458089083804 4580514838952 6731012455271 7478084914768 8284323021872 8484750191756 8916178167608 9161029677904 13462024910542 14488789522363 16969500383512 17832356335216 26924049821084 27575438123207 28977579044726 33939000767024 53848099642168 55150876246414 57955158089452 65756813986109 107696199284336 110301752492828 115910316178904 131513627972218 220603504985656 231820632357808 263027255944436 441207009971312 526054511888872 854838581819417 1052109023777744 1709677163638834 3419354327277668 6838708654555336 13677417309110672
• Sum of all divisors σ(n): 30216347322497280
• Sum of proper divisors (its aliquot sum) s(n): 16538930013386608
• 13677417309110672 is an abundant number, because the sum of its proper divisors (16538930013386608) is greater than itself. Its abundance is 2861512704275936

Bases of 13677417309110672

• Binary: 110000100101111000100111100000001001111000000110010000₂
• Hexadecimal: 0x309789E0278190
• Base-36: 3QO8MRPE7BK

Squares and roots of 13677417309110672

• 13677417309110672 squared (13677417309110672²) is 187071744247560215737855544291584
• 13677417309110672 cubed (13677417309110672³) is 2558658312817104879832085612231467093425294184448
• The square root of 13677417309110672 is 116950490.8459587095
• The cube root of 13677417309110672 is 239148.7045090193

Scales and comparisons

• 13,677,417,309,110,672 seconds is equal to 434,899,563 years, 20 weeks, 5 days, 16 hours, 4 minutes, 32 seconds.
• To count from 1 to 13,677,417,309,110,672 would take you about one billion, three hundred four million, six hundred ninety-eight thousand, six hundred ninety 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 13677417309110672 cubic inches would be around 19929.1 feet tall.

Recreational maths with 13677417309110672

• 13677417309110672 backwards is 27601190371477631
• The number of decimal digits it has is: 17
• The sum of 13677417309110672's digits is 65
• More coming soon!