9897618016384

Names of 9897618016384

• Cardinal: 9897618016384 can be written as Nine trillion, eight hundred ninety-seven billion, six hundred eighteen million, sixteen thousand, three hundred eighty-four.

Scientific notation

• Scientific notation: 9.897618016384 × 10¹²

Factors of 9897618016384

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 260

Divisors of 9897618016384

• Number of divisors d(n): 432
• Complete list of divisors:
  1 2 4 7 8 14 16 28 32 37 49 56 64 74 98 101 112 113 128 148 196 202 224 226 259 296 392 404 448 452 518 592 707 784 791 808 896 904 1036 1184 1369 1414 1568 1582 1616 1808 1813 2072 2368 2738 2828 3136 3164 3232 3616 3626 3737 4144 4181 4736 4949 5476 5537 5656 6272 6328 6464 7232 7252 7474 8288 8362 9583 9898 10201 10952 11074 11312 11413 12656 12928 14464 14504 14948 16576 16724 19166 19796 20402 21904 22148 22624 22826 25312 26159 29008 29267 29896 33152 33448 38332 39592 40804 43808 44296 45248 45652 50624 52318 58016 58534 59792 66896 67081 71407 76664 79184 79891 81608 87616 88592 90496 91304 101248 104636 116032 117068 119584 133792 134162 138269 142814 153328 154697 158368 159782 163216 175232 177184 182608 183113 204869 209272 232064 234136 239168 267584 268324 276538 285628 306656 309394 316736 319564 326432 354368 365216 366226 377437 409738 418544 422281 468272 478336 499849 535168 536648 553076 559237 571256 613312 618788 633472 639128 652864 708736 730432 732452 754874 819476 837088 844562 936544 967883 999698 1073296 1082879 1106152 1118474 1142512 1152713 1226624 1237576 1278256 1305728 1460864 1464904 1509748 1638952 1674176 1689124 1873088 1935766 1999396 2146592 2165758 2212304 2236948 2285024 2305426 2475152 2556512 2642059 2929808 2955967 3019496 3277904 3348352 3378248 3746176 3871532 3998792 4293184 4331516 4424608 4473896 4570048 4610852 4950304 5113024 5284118 5859616 5911934 6038992 6555808 6756496 6775181 7580153 7743064 7997584 8068991 8586368 8663032 8849216 8947792 9140096 9221704 9900608 10226048 10568236 11719232 11823868 12077984 13111616 13512992 13550362 13965169 15160306 15486128 15624397 15995168 16137982 17326064 17698432 17895584 18443408 18494413 19801216 20691769 21136472 23438464 23647736 24155968 26223232 27025984 27100724 27930338 30320612 30972256 31248794 31990336 32275964 34652128 35791168 36886816 36988826 41383538 42272944 42650381 47295472 48311936 54051968 54201448 55860676 56482937 60641224 61944512 62497588 63980672 64551928 69304256 71582336 73773632 73977652 82767076 84545888 85300762 94590944 97756183 108402896 109370779 111721352 112965874 121282448 123889024 124995176 129103856 138608512 147547264 147955304 165534152 169091776 170601524 189181888 195512366 216805792 218741558 223442704 225931748 242564896 249990352 258207712 295910608 298552667 331068304 338183552 341203048 378363776 391024732 433611584 437483116 446885408 451863496 485129792 499980704 516415424 591821216 597105334 662136608 682406096 684293281 765595453 782049464 867223168 874966232 893770816 903726992 970259584 999961408 1032830848 1183642432 1194210668 1324273216 1364812192 1368586562 1531190906 1564098928 1578064097 1749932464 1787541632 1807453984 1999922816 2089868669 2367284864 2388421336 2648546432 2729624384 2737173124 3062381812 3128197856 3156128194 3499864928 3614907968 4179737338 4776842672 5459248768 5474346248 6124763624 6256395712 6312256388 6999729856 7229815936 8359474676 9553685344 10948692496 11046448679 12249527248 12512791424 12624512776 13999459712 16718949352 19107370688 21897384992 22092897358 24499054496 25249025552 33437898704 38214741376 43794769984 44185794716 48998108992 50498051104 66875797408 77325140753 87589539968 88371589432 97996217984 100996102208 133751594816 154650281506 176743178864 201992204416 267503189632 309300563012 353486357728 618601126024 706972715456 1237202252048 1413945430912 2474404504096 4948809008192 9897618016384
• Sum of all divisors σ(n): 24020258933790
• Sum of proper divisors (its aliquot sum) s(n): 14122640917406
• 9897618016384 is an abundant number, because the sum of its proper divisors (14122640917406) is greater than itself. Its abundance is 4225022901022

Bases of 9897618016384

• Binary: 10010000000001111000000000011000100010000000₂
• Hexadecimal: 0x90078018880
• Base-36: 3IAWI7UKG

Squares and roots of 9897618016384

• 9897618016384 squared (9897618016384²) is 97962842398249146892435456
• 9897618016384 cubed (9897618016384³) is 969598793857097134620127255829470511104
• The square root of 9897618016384 is 3146047.9996948553
• The cube root of 9897618016384 is 21470.5694427285

Scales and comparisons

• 9,897,618,016,384 seconds is equal to 314,713 years, 33 weeks, 1 day, 1 hour, 53 minutes, 4 seconds.
• To count from 1 to 9,897,618,016,384 would take you about seven hundred eighty-six thousand, seven hundred eighty-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 9897618016384 cubic inches would be around 1789.2 feet tall.

Recreational maths with 9897618016384

• 9897618016384 backwards is 4836108167989
• The number of decimal digits it has is: 13
• The sum of 9897618016384's digits is 70
• More coming soon!