450042150320

Names of 450042150320

• Cardinal: 450042150320 can be written as Four hundred fifty billion, forty-two million, one hundred fifty thousand, three hundred twenty.

Scientific notation

• Scientific notation: 4.5004215032 × 10¹¹

Factors of 450042150320

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 342

Divisors of 450042150320

• Number of divisors d(n): 640
• Complete list of divisors:
  1 2 4 5 7 8 10 14 16 20 28 31 35 37 40 49 56 62 70 74 79 80 98 112 124 140 148 155 158 181 185 196 217 245 248 259 280 296 310 316 343 362 370 392 395 434 490 496 518 553 560 592 620 632 686 724 740 784 790 868 905 980 1036 1085 1106 1147 1240 1264 1267 1295 1372 1448 1480 1519 1580 1715 1736 1810 1813 1960 2072 2170 2212 2294 2449 2480 2534 2590 2744 2765 2896 2923 2960 3038 3160 3430 3472 3620 3626 3871 3920 4144 4340 4424 4588 4898 5068 5180 5488 5530 5611 5735 5846 6076 6320 6335 6697 6860 7240 7252 7595 7742 8029 8680 8848 8869 9065 9176 9796 10136 10360 10633 11060 11222 11470 11692 12152 12245 12670 12691 13394 13720 14299 14480 14504 14615 15190 15484 16058 17143 17360 17738 18130 18352 19355 19592 20272 20461 20720 21266 22120 22444 22940 23384 24304 24490 25340 25382 26788 27097 27440 28055 28598 29008 29230 30380 30968 32116 33485 34286 35476 36260 38710 39184 39277 40145 40922 42532 44240 44345 44888 45880 46768 46879 48980 50680 50764 53165 53576 54194 56110 56203 57196 58460 60760 61936 62083 63455 64232 66970 68572 70952 71495 72520 77420 78554 80290 81844 85064 85715 88690 89776 90613 91760 93758 97960 100093 101360 101528 102305 106330 107152 108388 112220 112406 114392 116920 120001 121520 124166 126910 128464 133940 135485 137144 141904 142990 143227 145040 154840 157108 160580 163688 170128 171430 177380 181226 187516 195920 196385 200186 203056 204610 207607 212660 216776 224440 224812 228784 233840 234395 240002 248332 253820 267880 270970 274288 274939 281015 285980 286454 309680 310415 314216 321160 327376 328153 342860 354760 362452 375032 392770 393421 400372 409220 415214 425320 433552 443269 448880 449624 453065 468790 480004 496664 500465 507640 529063 535760 541940 549878 562030 571960 572908 600005 620830 628432 634291 642320 656306 685720 700651 709520 716135 724904 750064 785540 786842 800744 818440 830428 840007 850640 886538 899248 906130 937580 960008 993328 1000930 1002589 1015280 1038035 1058126 1083880 1099756 1124060 1143920 1145816 1200010 1241660 1268582 1312612 1371440 1374695 1401302 1432270 1449808 1453249 1571080 1573684 1601488 1636880 1640765 1660856 1680014 1773076 1812260 1875160 1920016 1924573 1967105 2001860 2005178 2076070 2116252 2167760 2199512 2216345 2248120 2291632 2297071 2400020 2483320 2537164 2625224 2645315 2749390 2802604 2864540 2906498 3102883 3142160 3147368 3171455 3281530 3321712 3360028 3503255 3546152 3624520 3703441 3750320 3849146 3934210 4003720 4010356 4152140 4200035 4232504 4399024 4432690 4440037 4496240 4594142 4800040 4904557 4966640 5012945 5074328 5250448 5290630 5498780 5605208 5729080 5812996 6205766 6294736 6342910 6563060 6720056 7006510 7092304 7249040 7266245 7406882 7698292 7868420 8007440 8020712 8304280 8400070 8465008 8865380 8880074 9188284 9600080 9622865 9809114 10025890 10148656 10172743 10581260 10997560 11210416 11458160 11485355 11625992 12411532 12685820 13126120 13440112 14013020 14532490 14813764 15396584 15514415 15736840 16041424 16400953 16608560 16800140 17730760 17760148 18376568 18517205 19245730 19618228 20051780 20345486 21162520 21720181 21995120 22200185 22970710 23251984 24522785 24823064 25371640 25924087 26252240 28026040 29064980 29627528 30793168 31028830 31080259 31473680 32801906 33600280 35461520 35520296 36753136 37034410 38491460 39236456 40103560 40690972 42325040 43440362 44400370 45941420 49045570 49646128 50743280 50863715 51848174 56052080 58129960 59255056 62057660 62160518 65603812 67200560 71040592 71209201 74068820 76982920 78472912 80207120 81381944 82004765 86880724 88800740 91882840 98091140 101727430 103696348 108600905 114806671 116259920 124115320 124321036 129620435 131207624 142418402 148137640 152041267 153965840 155401295 162763888 164009530 173761448 177601480 181468609 183765680 196182280 203454860 207392696 217201810 229613342 248230640 248642072 259240870 262415248 284836804 296275280 304082534 310802590 328019060 347522896 355202960 356046005 362937218 392364560 406909720 414785392 434403620 459226684 497284144 518481740 569673608 574033355 608165068 621605180 656038120 712092010 725874436 760206335 803646697 813819440 868807240 907343045 918453368 1036963480 1139347216 1148066710 1216330136 1243210360 1312076240 1424184020 1451748872 1520412670 1607293394 1737614480 1814686090 1836906736 2073926960 2296133420 2432660272 2486420720 2848368040 2903497744 3040825340 3214586788 3629372180 4018233485 4592266840 5625526879 5696736080 6081650680 6429173576 7258744360 8036466970 9184533680 11251053758 12163301360 12858347152 14517488720 16072933940 22502107516 28127634395 32145867880 45004215032 56255268790 64291735760 90008430064 112510537580 225021075160 450042150320
• Sum of all divisors σ(n): 1317249024000
• Sum of proper divisors (its aliquot sum) s(n): 867206873680
• 450042150320 is an abundant number, because the sum of its proper divisors (867206873680) is greater than itself. Its abundance is 417164723360

Bases of 450042150320

• Binary: 110100011001000100110100011110110110000₂
• Hexadecimal: 0x68C89A3DB0
• Base-36: 5QQVH5M8

Squares and roots of 450042150320

• 450042150320 squared (450042150320²) is 202537937064649476102400
• 450042150320 cubed (450042150320³) is 91150608717951679082185548512768000
• The square root of 450042150320 is 670851.8095078823
• The cube root of 450042150320 is 7663.3335771159

Scales and comparisons

• 450,042,150,320 seconds is equal to 14,309 years, 49 weeks, 2 days, 4 hours, 25 minutes, 20 seconds.
• To count from 1 to 450,042,150,320 would take you about twenty-eight thousand, six hundred 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 450042150320 cubic inches would be around 638.6 feet tall.

Recreational maths with 450042150320

• 450042150320 backwards is 023051240054
• The number of decimal digits it has is: 12
• The sum of 450042150320's digits is 26
• More coming soon!