325428129871152

Names of 325428129871152

• Cardinal: 325428129871152 can be written as Three hundred twenty-five trillion, four hundred twenty-eight billion, one hundred twenty-nine million, eight hundred seventy-one thousand, one hundred fifty-two.

Scientific notation

• Scientific notation: 3.25428129871152 × 10¹⁴

Factors of 325428129871152

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 2823

Divisors of 325428129871152

• Number of divisors d(n): 1440
• Complete list of divisors:
  1 2 3 4 6 7 8 11 12 14 16 19 21 22 24 28 33 38 41 42 44 47 48 56 57 66 76 77 82 84 88 94 112 114 123 132 133 141 152 154 164 168 176 188 209 228 231 246 264 266 282 287 304 308 328 329 336 361 376 399 418 451 456 462 492 517 528 532 564 574 616 627 656 658 722 752 779 798 836 861 893 902 912 924 984 987 1034 1064 1083 1128 1148 1232 1254 1316 1353 1444 1463 1551 1558 1596 1672 1722 1786 1804 1848 1927 1968 1974 2068 2128 2166 2209 2256 2296 2337 2508 2527 2632 2679 2693 2706 2888 2926 3102 3116 3157 3192 3344 3444 3572 3608 3619 3696 3854 3948 3971 4136 4332 4389 4418 4592 4674 5016 5054 5264 5358 5386 5412 5453 5776 5781 5852 6204 6232 6251 6314 6384 6627 6888 7144 7216 7238 7581 7708 7896 7942 8079 8272 8569 8664 8778 8836 9348 9471 9823 10032 10108 10716 10772 10824 10857 10906 11562 11704 11913 12408 12464 12502 12628 13254 13489 13776 14288 14476 14801 15162 15416 15463 15792 15884 16158 16359 16967 17138 17328 17556 17672 18696 18753 18851 18942 19646 20216 21197 21432 21544 21648 21714 21812 23124 23408 23826 24299 24816 25004 25256 25707 26508 26978 27797 28952 29469 29602 29623 30324 30832 30926 31768 32316 32718 33934 34276 35112 35344 36613 37392 37506 37702 37884 39292 40432 40467 41971 42394 42864 43088 43428 43624 44403 46248 46389 47652 48598 50008 50512 50901 51167 51414 53016 53956 55594 56553 57904 58938 59204 59246 59983 60648 61852 63536 63591 64632 65436 67868 68552 68761 70224 72897 73226 75012 75404 75768 78584 80934 83391 83942 84788 86856 87248 88806 88869 90569 92496 92778 95304 97196 100016 101802 102334 102828 103607 106032 107912 109839 110413 111188 113106 117876 118408 118492 118769 119966 121296 123704 125913 126571 127182 129264 130872 135736 137104 137522 145794 146452 148379 150024 150808 151536 153501 157168 161868 162811 166782 167884 169576 170093 173712 177612 177738 179949 181138 185556 186637 190608 194392 203604 204668 205656 206283 207214 207361 215824 219678 220826 222376 226212 235752 236816 236984 237538 239932 247408 251826 253142 254364 256291 261744 271472 271707 275044 291588 292904 293797 296758 300048 301616 307002 310821 323736 325622 331239 333564 335768 339152 340186 355224 355476 356307 358169 359898 362276 371112 373274 379713 388784 402743 407208 409336 411312 412566 414428 414722 439356 441652 444752 445137 452424 461681 471504 473968 475076 479864 488433 503652 506284 508728 510279 512582 543414 550088 559911 562837 583176 585808 587594 593516 614004 621642 622083 633983 647472 651244 662478 667128 671536 680372 695647 710448 710952 712614 716338 719796 724552 742224 746548 759426 768873 772891 797449 805486 814416 818672 825132 828856 829444 878712 881391 883304 885997 890274 904848 923362 950152 959728 972173 976866 996259 1007304 1012568 1017456 1020558 1025164 1074507 1086828 1100176 1119822 1125674 1139677 1166352 1175188 1187032 1208229 1214543 1228008 1243284 1244166 1267966 1302488 1306459 1324956 1334256 1360744 1385043 1391294 1392281 1421904 1425228 1432676 1439592 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120261688792 120842231664 121473732688 123642906486 128780423376 129756032644 139250376496 141736990362 144250057567 147319207728 150243827272 152926752759 157363699164 164857208648 165359822089 168878116176 176097472874 180392533188 182210599032 188982653816 194634048966 203902337012 208875564744 209818265552 222438913104 225365740908 240523377584 247285812972 259512065288 264146209311 283473980724 288500115134 300487654544 305853505518 314727398328 329714417296 330719644178 352194945748 356829089771 360785066376 364421198064 377965307632 389268097932 407804674024 417751129488 432750172701 450731481816 494571625944 496079466267 519024130576 528292418622 566947961448 577000230268 611707011036 616341155059 629454796656 661439288356 704389891496 713658179542 721570132752 778536195864 815609348048 865500345402 901462963632 968536100807 989143251888 992158932534 1056584837244 1070487269313 1133895922896 1154000460536 1223414022072 1232682310118 1322878576712 1408779782992 1427316359084 1557072391728 1731000690804 1849023465177 1937072201614 1984317865068 2113169674488 2140974538626 2308000921072 2446828044144 2465364620236 2645757153424 2854632718168 2905608302421 3462001381608 3698046930354 3874144403228 3968635730136 4226339348976 4281949077252 4930729240472 5709265436336 5811216604842 6779752705649 6924002763216 7396093860708 7748288806456 7937271460272 8563898154504 9861458480944 11622433209684 13559505411298 14792187721416 15496577612912 17127796309008 20339258116947 23244866419368 27119010822596 29584375442832 40678516233894 46489732838736 54238021645192 81357032467788 108476043290384 162714064935576 325428129871152
• Sum of all divisors σ(n): 1158234067275264
• Sum of proper divisors (its aliquot sum) s(n): 832805937404112
• 325428129871152 is an abundant number, because the sum of its proper divisors (832805937404112) is greater than itself. Its abundance is 507377807532960

Bases of 325428129871152

• Binary: 1001001111111100110100100000101001011010100110000₂
• Hexadecimal: 0x127F9A414B530
• Base-36: 37CRMA7X2O

Squares and roots of 325428129871152

• 325428129871152 squared (325428129871152²) is 105903467711435372628121807104
• 325428129871152 cubed (325428129871152³) is 34463967444202342922539840205687196918263808
• The square root of 325428129871152 is 18039626.6555367493
• The cube root of 325428129871152 is 68783.6202634377

Scales and comparisons

• 325,428,129,871,152 seconds is equal to 10,347,607 years, 47 weeks, 3 days, 21 hours, 59 minutes, 12 seconds.
• To count from 1 to 325,428,129,871,152 would take you about twenty-five million, eight hundred sixty-nine thousand and nineteen 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 325428129871152 cubic inches would be around 5732 feet tall.

Recreational maths with 325428129871152

• 325428129871152 backwards is 251178921824523
• The number of decimal digits it has is: 15
• The sum of 325428129871152's digits is 60
• More coming soon!