135101012367168

Names of 135101012367168

• Cardinal: 135101012367168 can be written as One hundred thirty-five trillion, one hundred one billion, twelve million, three hundred sixty-seven thousand, one hundred sixty-eight.

Scientific notation

• Scientific notation: 1.35101012367168 × 10¹⁴

Factors of 135101012367168

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 15
• Sum of prime factors: 1374

Divisors of 135101012367168

• Number of divisors d(n): 630
• Complete list of divisors:
  1 2 3 4 6 8 9 12 16 18 19 24 27 32 36 38 48 54 57 64 72 76 81 96 108 114 144 152 162 171 192 216 228 257 288 304 324 342 361 432 456 513 514 576 608 648 684 722 771 864 912 1026 1028 1083 1093 1216 1296 1368 1444 1539 1542 1728 1824 2052 2056 2166 2186 2313 2592 2736 2888 3078 3084 3249 3279 3648 4104 4112 4332 4372 4626 4883 5184 5472 5776 6156 6168 6498 6558 6939 8208 8224 8664 8744 9252 9747 9766 9837 10944 11552 12312 12336 12996 13116 13878 14649 16416 16448 17328 17488 18504 19494 19532 19674 20767 20817 23104 24624 24672 25992 26232 27756 29241 29298 29511 32832 34656 34976 37008 38988 39064 39348 41534 41634 43947 49248 49344 51984 52464 55512 58482 58596 59022 62301 66049 69312 69952 74016 77976 78128 78696 83068 83268 87894 88533 92777 98496 103968 104928 111024 116964 117192 118044 124602 131841 132098 148032 155952 156256 157392 166136 166536 175788 177066 185554 186903 198147 207936 209856 222048 233928 234384 236088 249204 263682 264196 278331 280901 311904 312512 314784 332272 333072 351576 354132 371108 373806 394573 395523 396294 444096 467856 468768 472176 498408 527364 528392 556662 560709 561802 594441 623808 629568 664544 666144 703152 708264 742216 747612 789146 791046 792588 834993 842703 935712 937536 944352 996816 1054728 1056784 1113324 1121418 1123604 1183719 1188882 1254931 1329088 1332288 1406304 1416528 1484432 1495224 1578292 1582092 1585176 1669986 1682127 1685406 1783323 1871424 1888704 1993632 2109456 2113568 2226648 2242836 2247208 2367438 2377764 2504979 2509862 2528109 2812608 2833056 2968864 2990448 3156584 3164184 3170352 3339972 3364254 3370812 3551157 3566646 3764793 3987264 4218912 4227136 4453296 4485672 4494416 4734876 4755528 5009958 5019724 5056218 5337119 5349969 5666112 5937728 5980896 6313168 6328368 6340704 6679944 6728508 6741624 7102314 7133292 7514937 7529586 7584327 8437824 8906592 8971344 8988832 9469752 9511056 10019916 10039448 10112436 10653471 10674238 10699938 11294379 11961792 12626336 12656736 12681408 13359888 13457016 13483248 14204628 14266584 15029874 15059172 15168654 16011357 17813184 17942688 17977664 18939504 19022112 20039832 20078896 20224872 21306942 21348476 21399876 22588758 22752981 23843689 25252672 25313472 26719776 26914032 26966496 28409256 28533168 30059748 30118344 30337308 31960413 32022714 33883137 35885376 37879008 38044224 40079664 40157792 40449744 42613884 42696952 42799752 45177516 45505962 47687378 48034071 53439552 53828064 53932992 56818512 57066336 60119496 60236688 60674616 63920826 64045428 67766274 71531067 72191557 75758016 80159328 80315584 80899488 85227768 85393904 85599504 90355032 91011924 95374756 96068142 101405261 101649411 107656128 113637024 114132672 120238992 120473376 121349232 127841652 128090856 135532548 143062134 144102213 144383114 160318656 161798976 170455536 170787808 171199008 180710064 182023848 190749512 192136284 202810522 203298822 214593201 216574671 227274048 240477984 240946752 242698464 255683304 256181712 271065096 286124268 288204426 288766228 304215783 340911072 341575616 342398016 361420128 364047696 381499024 384272568 405621044 406597644 429186402 432306639 433149342 480955968 485396928 511366608 512363424 542130192 572248536 576408852 577532456 608431566 643779603 649724013 681822144 722840256 728095392 762998048 768545136 811242088 813195288 858372804 864613278 866298684 912647349 1022733216 1024726848 1084260384 1144497072 1152817704 1155064912 1216863132 1287559206 1299448026 1371639583 1456190784 1525996096 1537090272 1622484176 1626390576 1716745608 1729226556 1732597368 1825294698 1931338809 1949172039 2045466432 2168520768 2288994144 2305635408 2310129824 2433726264 2575118412 2598896052 2737942047 2743279166 3074180544 3244968352 3252781152 3433491216 3458453112 3465194736 3650589396 3862677618 3898344078 4114918749 4577988288 4611270816 4620259648 4867452528 5150236824 5197792104 5475884094 5486558332 5847516117 6489936704 6505562304 6866982432 6916906224 6930389472 7301178792 7725355236 7796688156 8213826141 8229837498 9222541632 9734905056 10300473648 10395584208 10951768188 10973116664 11695032234 12344756247 13733964864 13833812448 13860778944 14602357584 15450710472 15593376312 16427652282 16459674996 19469810112 20600947296 20791168416 21903536376 21946233328 23390064468 24689512494 26061152077 27667624896 29204715168 30901420944 31186752624 32855304564 32919349992 37034268741 41201894592 41582336832 43807072752 43892466656 46780128936 49379024988 52122304154 58409430336 61802841888 62373505248 65710609128 65838699984 74068537482 78183456231 87614145504 87784933312 93560257872 98758049976 104244608308 111102806223 123605683776 124747010496 131421218256 131677399968 148137074964 156366912462 175228291008 187120515744 197516099952 208489216616 222205612446 234550368693 262842436512 263354799936 296274149928 312733824924 374241031488 395032199904 416978433232 444411224892 469100737386 525684873024 592548299856 625467649848 703651106079 790064399808 833956866464 888822449784 938201474772 1185096599712 1250935299696 1407302212158 1667913732928 1777644899568 1876402949544 2110953318237 2370193199424 2501870599392 2814604424316 3555289799136 3752805899088 4221906636474 5003741198784 5629208848632 7110579598272 7505611798176 8443813272948 11258417697264 15011223596352 16887626545896 22516835394528 33775253091792 45033670789056 67550506183584 135101012367168
• Sum of all divisors σ(n): 424708319194566
• Sum of proper divisors (its aliquot sum) s(n): 289607306827398
• 135101012367168 is an abundant number, because the sum of its proper divisors (289607306827398) is greater than itself. Its abundance is 154506294460230

Bases of 135101012367168

• Binary: 11110101101111110100111110110011101011101000000₂
• Hexadecimal: 0x7ADFA7D9D740
• Base-36: 1BW0JQK400

Squares and roots of 135101012367168

• 135101012367168 squared (135101012367168²) is 18252283542633680882844340224
• 135101012367168 cubed (135101012367168³) is 2465901984622409876339047145126897399365632
• The square root of 135101012367168 is 11623296.1059747591
• The cube root of 135101012367168 is 51312.0699303189

Scales and comparisons

• 135,101,012,367,168 seconds is equal to 4,295,794 years, 15 weeks, 3 days, 14 hours, 52 minutes, 48 seconds.
• To count from 1 to 135,101,012,367,168 would take you about ten million, seven hundred thirty-nine thousand, four hundred eighty-five 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 135101012367168 cubic inches would be around 4276 feet tall.

Recreational maths with 135101012367168

• 135101012367168 backwards is 861763210101531
• The number of decimal digits it has is: 15
• The sum of 135101012367168's digits is 45
• More coming soon!