961671693334016

Names of 961671693334016

• Cardinal: 961671693334016 can be written as Nine hundred sixty-one trillion, six hundred seventy-one billion, six hundred ninety-three million, three hundred thirty-four thousand and sixteen.

Scientific notation

• Scientific notation: 9.61671693334016 × 10¹⁴

Factors of 961671693334016

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 16
• Sum of prime factors: 534

Divisors of 961671693334016

• Number of divisors d(n): 540
• Complete list of divisors:
  1 2 4 7 8 14 16 28 32 43 49 56 64 73 86 98 112 128 146 172 196 224 256 292 301 344 392 409 448 511 512 584 602 688 784 818 896 1022 1168 1204 1376 1568 1636 1792 2044 2107 2336 2408 2752 2863 3136 3139 3272 3577 3584 4088 4214 4672 4816 5329 5504 5726 6272 6278 6544 7154 8176 8428 9344 9632 10658 11008 11452 12544 12556 13088 14308 16352 16856 17587 18688 19264 20041 21316 21973 22016 22904 25088 25112 26176 28616 29857 32704 33712 35174 37303 37376 38528 40082 42632 43946 45808 50224 52352 57232 59714 65408 67424 70348 74606 77056 80164 85264 87892 91616 100448 104704 114464 119428 123109 130816 134848 140696 149212 153811 154112 160328 167281 170528 175784 183232 200896 208999 209408 228928 229147 238856 246218 261121 261632 269696 281392 298424 307622 320656 334562 341056 351568 366464 401792 417998 457856 458294 477712 492436 522242 539392 562784 596848 615244 641312 669124 682112 703136 732928 803584 835996 861763 915712 916588 955424 984872 1044484 1078784 1125568 1170967 1193696 1230488 1282624 1283851 1338248 1364224 1406272 1462993 1465856 1604029 1607168 1671992 1723526 1831424 1833176 1910848 1969744 2088968 2179561 2251136 2341934 2387392 2460976 2565248 2567702 2676496 2728448 2812544 2925986 3208058 3343984 3447052 3666352 3821696 3939488 4177936 4359122 4502272 4683868 4774784 4921952 5130496 5135404 5352992 5625088 5851972 6416116 6687968 6894104 7193083 7332704 7643392 7878976 8196769 8355872 8718244 8986957 9004544 9367736 9549568 9843904 10260992 10270808 10705984 11228203 11250176 11703944 12211513 12832232 13375936 13788208 14386166 14665408 15256927 15286784 15757952 16393538 16711744 17436488 17973914 18735472 19099136 19687808 20541616 21411968 22456406 23407888 24423026 25664464 26751872 27576416 28772332 29330816 30513854 31515904 32787076 33423488 34872976 35947828 37470944 39375616 41083232 42823936 44912812 46815776 48846052 50351581 51328928 53503744 55152832 57544664 58661632 61027708 62908699 63031808 65574152 66846976 69745952 71895656 74941888 78751232 82166464 85480591 85647872 89825624 93631552 93721123 97692104 100703162 102657856 106798489 107007488 110305664 115089328 117323264 122055416 125817398 131148304 133693952 139491904 143791312 149883776 164332928 170961182 179651248 187263104 187442246 195384208 201406324 205315712 213596978 220611328 230178656 244110832 251634796 262296608 278983808 287582624 299767552 328665856 341922364 352461067 359302496 374526208 374884492 390768416 402812648 410631424 427193956 441222656 460357312 488221664 503269592 524593216 525095059 557967616 575165248 598364137 599535104 656047861 657331712 683844728 704922134 718604992 749052416 749768984 781536832 805625296 821262848 854387912 891440449 920714624 976443328 1006539184 1049186432 1050190118 1115935232 1150330496 1196728274 1312095722 1367689456 1409844268 1437209984 1499537968 1563073664 1611250592 1708775824 1782880898 1841429248 1952886656 2013078368 2098372864 2100380236 2300660992 2393456548 2624191444 2735378912 2819688536 2874419968 2999075936 3126147328 3222501184 3417551648 3565761796 3675665413 3682858496 3905773312 4026156736 4196745728 4200760472 4592335027 4601321984 4786913096 5248382888 5470757824 5639377072 5748839936 5998151872 6240083143 6252294656 6445002368 6835103296 7131523592 7351330826 7811546624 8052313472 8401520944 9184670054 9573826192 10496765776 10941515648 11278754144 11996303744 12480166286 12890004736 13670206592 14263047184 14702661652 16104626944 16803041888 18369340108 19147652384 20993531552 21883031296 22557508288 23992607488 24960332572 25729657891 25780009472 27340413184 28526094368 29405323304 32209253888 33606083776 36738680216 38295304768 38331939307 41987063104 43680582001 43766062592 45115016576 47985214976 49920665144 51459315782 54680826368 57052188736 58810646608 67212167552 73477360432 76590609536 76663878614 83974126208 87361164002 90230033152 99841330288 102918631564 114104377472 117621293216 134424335104 146954720864 153181219072 153327757228 167948252416 174722328004 180460066304 199682660576 205837263128 228208754944 235242586432 268323575149 268848670208 293909441728 306362438144 306655514456 335896504832 349444656008 399365321152 411674526256 456417509888 470485172864 536647150298 587818883456 613311028912 698889312016 798730642304 823349052512 940970345728 1073294300596 1175637766912 1226622057824 1397778624032 1597461284608 1646698105024 1878265026043 1881940691456 2146588601192 2351275533824 2453244115648 2795557248064 3194922569216 3293396210048 3756530052086 4293177202384 4906488231296 5591114496128 6586792420096 7513060104172 8586354404768 9812976462592 11182228992256 13173584840192 15026120208344 17172708809536 19625952925184 22364457984512 30052240416688 34345417619072 60104480833376 68690835238144 120208961666752 137381670476288 240417923333504 480835846667008 961671693334016
• Sum of all divisors σ(n): 2324598150824532
• Sum of proper divisors (its aliquot sum) s(n): 1362926457490516
• 961671693334016 is an abundant number, because the sum of its proper divisors (1362926457490516) is greater than itself. Its abundance is 401254764156500

Bases of 961671693334016

• Binary: 11011010101010001010100011101010111111011000000000₂
• Hexadecimal: 0x36AA2A3ABF600
• Base-36: 9GVTVKL0JK

Squares and roots of 961671693334016

• 961671693334016 squared (961671693334016²) is 924812445759913713529742688256
• 961671693334016 cubed (961671693334016³) is 889365950730309046307007995807869271168516096
• The square root of 961671693334016 is 31010831.8710417055
• The cube root of 961671693334016 is 98705.7101892011

Scales and comparisons

• 961,671,693,334,016 seconds is equal to 30,578,185 years, 10 weeks, 3 days, 14 hours, 6 minutes, 56 seconds.
• To count from 1 to 961,671,693,334,016 would take you about seventy-six million, four hundred forty-five thousand, four hundred sixty-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 961671693334016 cubic inches would be around 8225.5 feet tall.

Recreational maths with 961671693334016

• 961671693334016 backwards is 610433396176169
• The number of decimal digits it has is: 15
• The sum of 961671693334016's digits is 65
• More coming soon!