264164020736

Names of 264164020736

• Cardinal: 264164020736 can be written as Two hundred sixty-four billion, one hundred sixty-four million, twenty thousand, seven hundred thirty-six.

Scientific notation

• Scientific notation: 2.64164020736 × 10¹¹

Factors of 264164020736

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 15
• Sum of prime factors: 729

Divisors of 264164020736

• Number of divisors d(n): 480
• Complete list of divisors:
  1 2 4 7 8 11 14 16 22 28 32 37 41 44 49 56 64 74 77 82 88 98 112 128 148 154 164 176 196 224 256 259 287 296 308 328 352 392 407 448 451 512 518 539 574 592 616 631 656 704 784 814 896 902 1036 1078 1148 1184 1232 1262 1312 1408 1517 1568 1628 1792 1804 1813 2009 2072 2156 2296 2368 2464 2524 2624 2816 2849 3034 3136 3157 3256 3584 3608 3626 4018 4144 4312 4417 4592 4736 4928 5048 5248 5632 5698 6068 6272 6314 6512 6941 7216 7252 8036 8288 8624 8834 9184 9472 9856 10096 10496 10619 11396 12136 12544 12628 13024 13882 14432 14504 16072 16576 16687 17248 17668 18368 18944 19712 19943 20192 20992 21238 22099 22792 23347 24272 25088 25256 25871 26048 27764 28864 29008 30919 32144 33152 33374 34496 35336 36736 39424 39886 40384 42476 44198 45584 46694 48544 48587 50512 51742 52096 55528 57728 58016 61838 64288 66304 66748 68992 70672 73472 74333 79772 80768 84952 88396 91168 93388 97088 97174 101024 103484 104192 111056 115456 116032 116809 123676 128576 132608 133496 137984 141344 146944 148666 159544 161536 163429 169904 176792 181097 182336 186776 194176 194348 202048 206968 208384 222112 230912 232064 233618 247352 256817 257152 266992 275968 282688 284581 297332 319088 323072 326858 339808 340109 353584 362194 364672 373552 388352 388696 404096 413936 444224 464128 467236 494704 513634 514304 533984 565376 569162 594664 638176 653716 679616 680218 707168 724388 729344 747104 776704 777392 808192 817663 827872 888448 928256 934472 957227 989408 1027268 1028608 1067968 1130752 1138324 1144003 1189328 1267679 1276352 1307432 1359232 1360436 1414336 1448776 1458688 1494208 1554784 1616384 1635326 1655744 1776896 1797719 1868944 1914454 1978816 1992067 2054536 2135936 2261504 2276648 2288006 2378656 2535358 2552704 2614864 2718464 2720872 2828672 2897552 2988416 3109568 3270652 3311488 3553792 3595438 3737888 3828908 3957632 3984134 4109072 4271872 4553296 4576012 4757312 5070716 5105408 5229728 5436928 5441744 5657344 5795104 5976832 6219136 6541304 6622976 6700589 7190876 7475776 7657816 7915264 7968268 8218144 8543744 9106592 9152024 9514624 10141432 10210816 10459456 10529497 10883488 11314688 11590208 11953664 12438272 12584033 13082608 13245952 13401178 13944469 14381752 14951552 15315632 15830528 15936536 16436288 18213184 18304048 19029248 20282864 20918912 21058994 21766976 23180416 24876544 25168066 26165216 26802356 27888938 28763504 29903104 30631264 31873072 32872576 36426368 36608096 38058496 40565728 41837824 42117988 43533952 46360832 46904123 50336132 52330432 53604712 55777876 57527008 59806208 61262528 63746144 65745152 72852736 73216192 73706479 81131456 83675648 84235976 87067904 92721664 93808246 100672264 104660864 107209424 111555752 115054016 122525056 127492288 131490304 145705472 146432384 147412958 162262912 168471952 174135808 187616492 201344528 209321728 214418848 223111504 230108032 245050112 254984576 292864768 294825916 324525824 336943904 375232984 402689056 418643456 428837696 446223008 460216064 490100224 509969152 515945353 585729536 589651832 649051648 673887808 750465968 805378112 857675392 892446016 920432128 1019938304 1031890706 1179303664 1347775616 1500931936 1610756224 1715350784 1784892032 2063781412 2358607328 2695551232 3001863872 3221512448 3430701568 3569784064 4127562824 4717214656 5391102464 6003727744 6443024896 7139568128 8255125648 9434429312 12007455488 16510251296 18868858624 24014910976 33020502592 37737717248 66041005184 132082010368 264164020736
• Sum of all divisors σ(n): 705800075904
• Sum of proper divisors (its aliquot sum) s(n): 441636055168
• 264164020736 is an abundant number, because the sum of its proper divisors (441636055168) is greater than itself. Its abundance is 177472034432

Bases of 264164020736

• Binary: 11110110000001011001110001001000000000₂
• Hexadecimal: 0x3D81671200
• Base-36: 3DCSFQWW

Squares and roots of 264164020736

• 264164020736 squared (264164020736²) is 69782629851409837981696
• 264164020736 cubed (264164020736³) is 18434060079080441039431142532448256
• The square root of 264164020736 is 513968.8908251159
• The cube root of 264164020736 is 6416.3969257115

Scales and comparisons

• 264,164,020,736 seconds is equal to 8,399 years, 31 weeks, 22 hours, 38 minutes, 56 seconds.
• To count from 1 to 264,164,020,736 would take you about sixteen thousand, seven hundred 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 264164020736 cubic inches would be around 534.7 feet tall.

Recreational maths with 264164020736

• 264164020736 backwards is 637020461462
• 264164020736 is a Harshad number.
• The number of decimal digits it has is: 12
• The sum of 264164020736's digits is 41
• More coming soon!