12477617152

Names of 12477617152

• Cardinal: 12477617152 can be written as Twelve billion, four hundred seventy-seven million, six hundred seventeen thousand, one hundred fifty-two.

Scientific notation

• Scientific notation: 1.2477617152 × 10¹⁰

Factors of 12477617152

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 16
• Sum of prime factors: 117

Divisors of 12477617152

• Number of divisors d(n): 528
• Complete list of divisors:
  1 2 4 7 8 11 13 14 16 22 26 28 32 37 44 47 49 52 56 64 74 77 88 91 94 98 104 112 128 143 148 154 176 182 188 196 208 224 256 259 286 296 308 329 352 364 376 392 407 416 448 481 512 517 518 539 572 592 611 616 637 658 704 728 752 784 814 832 896 962 1001 1024 1034 1036 1078 1144 1184 1222 1232 1274 1316 1408 1456 1504 1568 1628 1664 1739 1792 1813 1924 2002 2068 2072 2156 2288 2303 2368 2444 2464 2548 2632 2816 2849 2912 3008 3136 3256 3328 3367 3478 3584 3619 3626 3848 4004 4136 4144 4277 4312 4576 4606 4736 4888 4928 5096 5264 5291 5632 5698 5824 6016 6272 6512 6656 6721 6734 6956 7007 7168 7238 7252 7696 8008 8272 8288 8554 8624 9152 9212 9472 9776 9856 10192 10528 10582 11264 11396 11648 12032 12173 12544 13024 13312 13442 13468 13912 14014 14476 14504 15392 16016 16544 16576 17108 17248 18304 18424 18944 19129 19552 19712 19943 20384 21056 21164 22607 22792 23296 23569 24064 24346 25088 25333 26048 26884 26936 27824 28028 28952 29008 29939 30784 32032 33088 33152 34216 34496 36608 36848 37037 37888 38258 39104 39424 39886 40768 42112 42328 45214 45584 46592 47047 47138 48128 48692 50176 50666 52096 53768 53872 55648 56056 57904 58016 59878 61568 64064 66176 66304 68432 68992 73216 73696 74074 76516 78208 78848 79772 81536 84224 84656 85211 90428 91168 93184 94094 94276 97384 101332 104192 107536 107744 111296 112112 115808 116032 119756 123136 128128 132352 132608 133903 136864 137984 146432 147392 148148 153032 156416 158249 159544 163072 168448 169312 170422 180856 182336 188188 188552 194768 202664 208384 215072 215488 222592 224224 231616 232064 239512 246272 248677 256256 259259 264704 265216 267806 273728 275968 294784 296296 306064 312832 316498 319088 326144 329329 336896 338624 340844 361712 364672 376376 377104 389536 405328 416768 430144 430976 445184 448448 463232 464128 479024 492544 497354 512512 518518 529408 535612 547456 551936 589568 592592 612128 625664 632996 638176 652288 658658 677248 681688 723424 729344 752752 754208 779072 810656 860288 861952 890368 896896 926464 928256 937321 958048 994708 1025024 1037036 1071224 1094912 1107743 1179136 1185184 1224256 1265992 1276352 1317316 1354496 1363376 1446848 1458688 1505504 1508416 1558144 1621312 1720576 1723904 1740739 1780736 1793792 1852928 1856512 1874642 1916096 1989416 2074072 2142448 2189824 2215486 2358272 2370368 2448512 2531984 2552704 2634632 2708992 2726752 2893696 2917376 3011008 3016832 3116288 3242624 3441152 3447808 3481478 3587584 3705856 3749284 3832192 3978832 4148144 4284896 4379648 4430972 4740736 4897024 5063968 5105408 5269264 5417984 5453504 5787392 6022016 6033664 6232576 6485248 6882304 6962956 7175168 7498568 7664384 7957664 8296288 8569792 8861944 9481472 9794048 10127936 10210816 10538528 10907008 11574784 12044032 12067328 12185173 12465152 12970496 13925912 14997136 15328768 15915328 16592576 17139584 17723888 18962944 19588096 20255872 20421632 21077056 21814016 23149568 24088064 24134656 24370346 25940992 27851824 29994272 30657536 31830656 33185152 34279168 35447776 37925888 40511744 42154112 43628032 48176128 48740692 55703648 59988544 63661312 66370304 68558336 70895552 81023488 84308224 87256064 97481384 111407296 119977088 127322624 132740608 137116672 141791104 162046976 168616448 194962768 222814592 239954176 254645248 265481216 283582208 337232896 389925536 445629184 479908352 567164416 779851072 891258368 959816704 1134328832 1559702144 1782516736 3119404288 6238808576 12477617152
• Sum of all divisors σ(n): 35754179328
• Sum of proper divisors (its aliquot sum) s(n): 23276562176
• 12477617152 is an abundant number, because the sum of its proper divisors (23276562176) is greater than itself. Its abundance is 10798945024

Bases of 12477617152

• Binary: 1011100111101110010101010000000000₂
• Hexadecimal: 0x2E7B95400
• Base-36: 5QCUN0G

Squares and roots of 12477617152

• 12477617152 squared (12477617152²) is 155690929791884591104
• 12477617152 cubed (12477617152³) is 1942651815982046964363777015808
• The square root of 12477617152 is 111703.2548854329
• The cube root of 12477617152 is 2319.4083628101

Scales and comparisons

• 12,477,617,152 seconds is equal to 396 years, 38 weeks, 6 days, 20 hours, 45 minutes, 52 seconds.
• To count from 1 to 12,477,617,152 would take you about seven hundred ninety-three 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 12477617152 cubic inches would be around 193.3 feet tall.

Recreational maths with 12477617152

• 12477617152 backwards is 25171677421
• The number of decimal digits it has is: 11
• The sum of 12477617152's digits is 43
• More coming soon!