456713969472

Names of 456713969472

• Cardinal: 456713969472 can be written as Four hundred fifty-six billion, seven hundred thirteen million, nine hundred sixty-nine thousand, four hundred seventy-two.

Scientific notation

• Scientific notation: 4.56713969472 × 10¹¹

Factors of 456713969472

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 538

Divisors of 456713969472

• Number of divisors d(n): 672
• Complete list of divisors:
  1 2 3 4 6 8 9 12 16 17 18 24 29 32 34 36 43 48 51 58 64 68 72 86 87 96 102 113 116 129 136 144 153 172 174 192 204 226 232 258 261 272 288 306 331 339 344 348 387 408 452 464 493 516 522 544 576 612 662 678 688 696 731 774 816 904 928 986 993 1017 1032 1044 1088 1224 1247 1324 1356 1376 1392 1462 1479 1548 1632 1808 1856 1921 1972 1986 2034 2064 2088 2193 2448 2494 2648 2712 2752 2784 2924 2958 2979 3096 3264 3277 3616 3741 3842 3944 3972 4068 4128 4176 4386 4437 4859 4896 4988 5296 5424 5568 5627 5763 5848 5916 5958 6192 6554 6579 7232 7482 7684 7888 7944 8136 8256 8352 8772 8874 9599 9718 9792 9831 9976 10592 10848 11223 11254 11526 11696 11832 11916 12384 13108 13158 14233 14577 14964 15368 15776 15888 16272 16704 16881 17289 17544 17748 19198 19436 19662 19952 21184 21199 21696 22446 22508 23052 23392 23664 23832 24768 26216 26316 28466 28797 29154 29493 29928 30736 31552 31776 32544 33762 34578 35088 35496 37403 38396 38872 39324 39904 42398 42699 43731 44892 45016 46104 46784 47328 47664 50643 52432 52632 55709 56932 57594 58308 58986 59856 61472 63552 63597 65088 67524 69156 70176 70992 74806 76792 77744 78648 79808 82603 84796 85398 86391 87462 89784 90032 92208 94656 95328 101286 104864 105264 111418 112209 113864 115188 116616 117972 119712 122944 127194 128097 135048 138312 140352 140911 141984 149612 153584 155488 157296 163183 165206 167127 169592 170796 172782 174924 179568 180064 184416 190656 190791 202572 209728 210528 222836 224418 227728 230376 233232 235944 239424 241961 247809 254388 256194 270096 276624 281822 283968 299224 307168 310976 314592 326366 330412 334254 336627 339184 341592 345564 349848 359136 360128 368832 381582 405144 412757 421056 422733 445672 448836 455456 460752 466464 471888 483922 489549 495618 501381 508776 512388 540192 553248 563644 598448 614336 629184 635851 652732 660824 668508 673254 678368 683184 691128 699696 718272 725883 743427 763164 810288 825514 845466 891344 897672 910912 921504 932928 943776 967844 979098 991236 1002762 1017552 1024776 1080384 1084687 1106496 1127288 1196896 1238271 1268199 1271702 1305464 1321648 1337016 1346508 1356736 1366368 1382256 1399392 1451766 1468647 1486854 1526328 1608329 1620576 1651028 1690932 1782688 1795344 1843008 1887552 1907553 1935688 1958196 1982472 2005524 2035104 2049552 2169374 2177649 2254576 2393792 2395487 2476542 2536398 2543404 2610928 2643296 2674032 2693016 2732736 2764512 2798784 2903532 2937294 2973708 3052656 3216658 3241152 3254061 3302056 3381864 3565376 3590688 3714813 3815106 3871376 3916392 3964944 4011048 4070208 4099104 4338748 4355298 4509152 4790974 4824987 4953084 5072796 5086808 5221856 5286592 5348064 5386032 5529024 5722659 5807064 5874588 5947416 6105312 6433316 6508122 6604112 6763728 7016869 7181376 7186461 7429626 7630212 7742752 7832784 7929888 8022096 8198208 8677496 8710596 9018304 9581948 9649974 9762183 9906168 10145592 10173616 10443712 10696128 10772064 11445318 11614128 11749176 11894832 12210624 12866632 13016244 13208224 13527456 14033738 14372922 14474961 14859252 15260424 15485504 15665568 15859776 16044192 17354992 17421192 18439679 19163896 19299948 19524366 19812336 20291184 20347232 21050607 21544128 21559383 22890636 23228256 23498352 23789664 25733264 26032488 26416448 27054912 27341593 28067476 28745844 28949922 29718504 30520848 31331136 32088384 34709984 34842384 36879358 38327792 38599896 39048732 39624672 40582368 40694464 42101214 43118766 45781272 46456512 46641541 46996704 47579328 51466528 52064976 54683186 55319037 56134952 57491688 57899844 59437008 61041696 63151821 69419968 69684768 73758716 76655584 77199792 78097464 79249344 81164736 82024779 84202428 86237532 91562544 93283082 93993408 102933056 104129952 109366372 110638074 112269904 114983376 115799688 118874016 122083392 126303642 139369536 139924623 147517432 153311168 154399584 156194928 164049558 165957111 168404856 172475064 183125088 186566164 208259904 218732744 221276148 224539808 229966752 231599376 237748032 246074337 252607284 279849246 295034864 308799168 312389856 328099116 331914222 336809712 344950128 366250176 373132328 419773869 437465488 442552296 449079616 459933504 463198752 492148674 505214568 559698492 590069728 624779712 656198232 663828444 673619424 689900256 746264656 792906197 839547738 874930976 885104592 926397504 984297348 1010429136 1119396984 1180139456 1312396464 1327656888 1347238848 1379800512 1492529312 1585812394 1679095476 1749861952 1770209184 1968594696 2020858272 2238793968 2378718591 2624792928 2655313776 2985058624 3171624788 3358190952 3540418368 3937189392 4041716544 4477587936 4757437182 5249585856 5310627552 6343249576 6716381904 7136155773 7874378784 8955175872 9514874364 10621255104 12686499152 13432763808 14272311546 15748757568 19029748728 25372998304 26865527616 28544623092 38059497456 50745996608 57089246184 76118994912 114178492368 152237989824 228356984736 456713969472
• Sum of all divisors σ(n): 1484692260480
• Sum of proper divisors (its aliquot sum) s(n): 1027978291008
• 456713969472 is an abundant number, because the sum of its proper divisors (1027978291008) is greater than itself. Its abundance is 571264321536

Bases of 456713969472

• Binary: 110101001010110010001100001111101000000₂
• Hexadecimal: 0x6A56461F40
• Base-36: 5TT7PE80

Squares and roots of 456713969472

• 456713969472 squared (456713969472²) is 208587649910870947958784
• 456713969472 cubed (456713969472³) is 95264893573629737646979776490242048
• The square root of 456713969472 is 675806.1626472491
• The cube root of 456713969472 is 7701.0172910845

Scales and comparisons

• 456,713,969,472 seconds is equal to 14,522 years, 4 weeks, 5 days, 7 hours, 31 minutes, 12 seconds.
• To count from 1 to 456,713,969,472 would take you about twenty-nine thousand and forty-four 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 456713969472 cubic inches would be around 641.8 feet tall.

Recreational maths with 456713969472

• 456713969472 backwards is 274969317654
• The number of decimal digits it has is: 12
• The sum of 456713969472's digits is 63
• More coming soon!