200964198210672

Names of 200964198210672

• Cardinal: 200964198210672 can be written as Two hundred trillion, nine hundred sixty-four billion, one hundred ninety-eight million, two hundred ten thousand, six hundred seventy-two.

Scientific notation

• Scientific notation: 2.00964198210672 × 10¹⁴

Factors of 200964198210672

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 2543

Divisors of 200964198210672

• Number of divisors d(n): 640
• Complete list of divisors:
  1 2 3 4 6 8 12 13 16 24 26 31 39 48 52 62 73 78 93 104 124 146 151 156 186 208 219 248 292 302 312 372 403 438 453 496 547 584 604 624 744 806 876 906 949 1094 1168 1208 1209 1488 1612 1641 1723 1752 1812 1898 1963 2188 2263 2416 2418 2847 3224 3282 3446 3504 3624 3796 3926 4376 4526 4681 4836 5169 5694 5889 6448 6564 6789 6892 7111 7248 7592 7852 8752 9052 9362 9672 10338 11023 11388 11778 13128 13578 13784 14043 14222 15184 15704 16957 18104 18724 19344 20676 21333 22046 22399 22776 23556 26256 27156 27568 28086 28444 29419 31408 33069 33914 36208 37448 39931 41352 42666 44092 44798 45552 47112 50871 53413 54312 56172 56888 58838 60853 66138 67197 67828 74896 79862 82597 82704 85332 88184 88257 89596 94224 101742 106826 108624 112344 113776 117676 119793 121706 125779 132276 134394 135656 143299 159724 160239 165194 170664 176368 176514 179192 182559 203484 213652 220441 224688 235352 239586 243412 247791 251558 260173 264552 268788 271312 286598 319448 320478 330388 341328 341713 353028 358384 365118 377337 406968 427304 429897 440882 470704 479172 486824 495582 503116 519103 520346 529104 537576 573196 638896 640956 660776 661323 683426 694369 706056 730236 754674 780519 813936 854608 859794 881764 942481 958344 973648 991164 1006232 1025139 1038206 1040692 1073761 1075152 1146392 1237861 1281912 1321552 1322646 1366852 1388738 1412112 1460472 1509348 1557309 1561038 1635127 1719588 1763528 1884962 1916688 1982328 2012464 2050278 2076412 2081384 2083107 2147522 2292784 2475722 2560507 2563824 2645292 2733704 2777476 2827443 2920944 3018696 3114618 3122076 3221283 3270254 3382249 3439176 3527056 3713583 3769924 3899149 3964656 4100556 4152824 4162768 4166214 4295044 4442269 4905381 4951444 5121014 5290584 5467408 5554952 5654886 6029581 6037392 6229236 6244152 6442566 6540508 6764498 6878352 7427166 7539848 7681521 7798298 8065363 8201112 8305648 8332428 8590088 8884538 9810762 9902888 10146747 10242028 10581168 11109904 11309772 11697447 12059162 12252253 12458472 12488304 12885132 13081016 13326807 13528996 14854332 15079696 15363042 15596596 16092193 16130726 16402224 16664856 17180176 17769076 18088743 18992629 19621524 19805776 20293494 20484056 22619544 23394894 24118324 24196089 24504506 24916944 25770264 26162032 26653614 27057992 29216911 29708664 30726084 31193192 32184386 32261452 33286591 33329712 35538152 36177486 36756759 37985258 39243048 40586988 40968112 45239088 46789788 48236648 48276579 48392178 49009012 50688937 51540528 53307228 54115984 56977887 58433822 59417328 61452168 62386384 64368772 64522904 66573182 68801113 71076304 72354972 73513518 75970516 78384553 78486096 81173976 87650733 93579576 96473296 96553158 96784356 98018024 99859773 101377874 104849719 106614456 113955774 116867644 122904336 128737544 129045808 133146364 137602226 142314631 144709944 147027036 151941032 152066811 156769106 162347952 175301466 186917011 187159152 193106316 193568712 196036048 199719546 202755748 206403339 209699438 213228912 227911548 233735288 235153659 246904177 257475088 266292728 275204452 284629262 289419888 294054072 303882064 304133622 313538212 314549157 350602932 373834022 379819843 386212632 387137424 399439092 405511496 412806678 419398876 426943893 455823096 467470576 470307318 493808354 532585456 550408904 560751033 569258524 588108144 588771499 608267244 627076424 629098314 701205864 740712531 747668044 759639686 772425264 798878184 811022992 825613356 838797752 853887786 894414469 911646192 940614636 987616708 1100817808 1121502066 1138517048 1139459529 1177542998 1216534488 1254152848 1258196628 1402411728 1481425062 1495336088 1519279372 1597756368 1651226712 1677595504 1707775572 1766314497 1788828938 1850090203 1881229272 1975233416 2132834503 2243004132 2277034096 2278919058 2355085996 2429921143 2433068976 2516393256 2683243407 2962850124 2990672176 3038558744 3302453424 3415551144 3532628994 3577657876 3700180406 3762458544 3950466832 4265669006 4411753561 4486008264 4557838116 4710171992 4859842286 5032786512 5366486814 5550270609 5925700248 6077117488 6398503509 6831102288 7065257988 7155315752 7289763429 7400360812 7654029487 8531338012 8823507122 8972016528 9115676232 9420343984 9719684572 10388968063 10732973628 11100541218 11851400496 12797007018 13235260683 14130515976 14310631504 14579526858 14800721624 15308058974 17062676024 17647014244 18231352464 19439369144 20777936126 21465947256 22201082436 22962088461 25594014036 26470521366 27726848539 28261031952 29159053716 29601443248 30616117948 31166904189 34125352048 35294028488 38878738288 41555872252 42931894512 44402164872 45924176922 51188028072 52941042732 55453697078 57352796293 58318107432 61232235896 62333808378 70588056976 83111744504 83180545617 88804329744 91848353844 102376056144 105882085464 110907394156 114705592586 116636214864 122464471792 124667616756 135056584819 166223489008 166361091234 172058388879 183696707688 211764170928 221814788312 229411185172 249335233512 270113169638 322058009953 332722182468 344116777758 367393415376 405169754457 443629576624 458822370344 498670467024 540226339276 644116019906 665444364936 688233555516 810339508914 917644740688 966174029859 1080452678552 1288232039812 1330888729872 1376467111032 1620679017828 1932348059718 2160905357104 2576464079624 2752934222064 3241358035656 3864696119436 4186754129389 5152928159248 6482716071312 7729392238872 8373508258778 12560262388167 15458784477744 16747016517556 25120524776334 33494033035112 50241049552668 66988066070224 100482099105336 200964198210672
• Sum of all divisors σ(n): 590327244193792
• Sum of proper divisors (its aliquot sum) s(n): 389363045983120
• 200964198210672 is an abundant number, because the sum of its proper divisors (389363045983120) is greater than itself. Its abundance is 188398847772448

Bases of 200964198210672

• Binary: 101101101100011010011111101001011001110001110000₂
• Hexadecimal: 0xB6C69FA59C70
• Base-36: 1Z8HOEVF5C

Squares and roots of 200964198210672

• 200964198210672 squared (200964198210672²) is 40386608962458263086494691584
• 200964198210672 cubed (200964198210672³) is 8116262488588364632989417526393919297384448
• The square root of 200964198210672 is 14176184.1907712245
• The cube root of 200964198210672 is 58574.1819011805

Scales and comparisons

• 200,964,198,210,672 seconds is equal to 6,390,039 years, 45 weeks, 5 days, 7 hours, 51 minutes, 12 seconds.
• To count from 1 to 200,964,198,210,672 would take you about fifteen million, nine hundred seventy-five thousand and ninety-nine 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 200964198210672 cubic inches would be around 4881.2 feet tall.

Recreational maths with 200964198210672

• 200964198210672 backwards is 276012891469002
• The number of decimal digits it has is: 15
• The sum of 200964198210672's digits is 57
• More coming soon!