1066439540736

Names of 1066439540736

• Cardinal: 1066439540736 can be written as One trillion, sixty-six billion, four hundred thirty-nine million, five hundred forty thousand, seven hundred thirty-six.

Scientific notation

• Scientific notation: 1.066439540736 × 10¹²

Factors of 1066439540736

• Number of distinct prime factors ω(n): 4
• Total number of prime factors Ω(n): 28
• Sum of prime factors: 121

Divisors of 1066439540736

• Number of divisors d(n): 460
• Complete list of divisors:
  1 2 3 4 6 8 9 12 16 18 24 27 32 36 43 48 54 64 72 73 81 86 96 108 128 129 144 146 162 172 192 216 219 256 258 288 292 324 344 384 387 432 438 512 516 576 584 648 657 688 768 774 864 876 1024 1032 1152 1161 1168 1296 1314 1376 1536 1548 1728 1752 1971 2048 2064 2304 2322 2336 2592 2628 2752 3072 3096 3139 3456 3483 3504 3942 4096 4128 4608 4644 4672 5184 5256 5504 5913 6144 6192 6278 6912 6966 7008 7884 8192 8256 9216 9288 9344 9417 10368 10512 11008 11826 12288 12384 12556 13824 13932 14016 15768 16384 16512 18432 18576 18688 18834 20736 21024 22016 23652 24576 24768 25112 27648 27864 28032 28251 31536 32768 33024 36864 37152 37376 37668 41472 42048 44032 47304 49152 49536 50224 55296 55728 56064 56502 63072 65536 66048 73728 74304 74752 75336 82944 84096 84753 88064 94608 98304 99072 100448 110592 111456 112128 113004 126144 131072 132096 147456 148608 149504 150672 165888 168192 169506 176128 189216 196608 198144 200896 221184 222912 224256 226008 252288 254259 262144 264192 294912 297216 299008 301344 331776 336384 339012 352256 378432 393216 396288 401792 442368 445824 448512 452016 504576 508518 524288 528384 589824 594432 598016 602688 663552 672768 678024 704512 756864 786432 792576 803584 884736 891648 897024 904032 1009152 1017036 1048576 1056768 1179648 1188864 1196032 1205376 1327104 1345536 1356048 1409024 1513728 1572864 1585152 1607168 1769472 1783296 1794048 1808064 2018304 2034072 2097152 2113536 2359296 2377728 2392064 2410752 2654208 2691072 2712096 2818048 3027456 3145728 3170304 3214336 3538944 3566592 3588096 3616128 4036608 4068144 4194304 4227072 4718592 4755456 4784128 4821504 5308416 5382144 5424192 5636096 6054912 6291456 6340608 6428672 7077888 7133184 7176192 7232256 8073216 8136288 8454144 9437184 9510912 9568256 9643008 10616832 10764288 10848384 11272192 12109824 12582912 12681216 12857344 14155776 14266368 14352384 14464512 16146432 16272576 16908288 18874368 19021824 19136512 19286016 21233664 21528576 21696768 22544384 24219648 25362432 25714688 28311552 28532736 28704768 28929024 32292864 32545152 33816576 37748736 38043648 38273024 38572032 42467328 43057152 43393536 45088768 48439296 50724864 51429376 56623104 57065472 57409536 57858048 64585728 65090304 67633152 76087296 76546048 77144064 84934656 86114304 86787072 90177536 96878592 101449728 102858752 113246208 114130944 114819072 115716096 129171456 130180608 135266304 152174592 153092096 154288128 169869312 172228608 173574144 180355072 193757184 202899456 205717504 228261888 229638144 231432192 258342912 260361216 270532608 304349184 306184192 308576256 339738624 344457216 347148288 387514368 405798912 411435008 456523776 459276288 462864384 516685824 520722432 541065216 608698368 617152512 688914432 694296576 775028736 811597824 822870016 913047552 918552576 925728768 1033371648 1041444864 1217396736 1234305024 1377828864 1388593152 1550057472 1623195648 1645740032 1826095104 1851457536 2066743296 2082889728 2434793472 2468610048 2755657728 2777186304 3100114944 3291480064 3652190208 3702915072 4133486592 4165779456 4869586944 4937220096 5554372608 6200229888 6582960128 7304380416 7405830144 8266973184 8331558912 9874440192 11108745216 12400459776 13165920256 14608760832 14811660288 16663117824 19748880384 22217490432 24800919552 29623320576 33326235648 39497760768 44434980864 59246641152 66652471296 88869961728 118493282304 133304942592 177739923456 266609885184 355479846912 533219770368 1066439540736
• Sum of all divisors σ(n): 3304909831432
• Sum of proper divisors (its aliquot sum) s(n): 2238470290696
• 1066439540736 is an abundant number, because the sum of its proper divisors (2238470290696) is greater than itself. Its abundance is 1172030749960

Bases of 1066439540736

• Binary: 1111100001001100110000000000000000000000₂
• Hexadecimal: 0xF84CC00000
• Base-36: DLWYKG00

Squares and roots of 1066439540736

• 1066439540736 squared (1066439540736²) is 1137293294045210603421696
• 1066439540736 cubed (1066439540736³) is 1212854538183706999533430912378208256
• The square root of 1066439540736 is 1032685.5962663563
• The cube root of 1066439540736 is 10216.7338440061

Scales and comparisons

• 1,066,439,540,736 seconds is equal to 33,909 years, 24 weeks, 6 days, 5 hours, 45 minutes, 36 seconds.
• To count from 1 to 1,066,439,540,736 would take you about eighty-four thousand, seven hundred seventy-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 1066439540736 cubic inches would be around 851.4 feet tall.

Recreational maths with 1066439540736

• 1066439540736 backwards is 6370459346601
• 1066439540736 is a Harshad number.
• The number of decimal digits it has is: 13
• The sum of 1066439540736's digits is 54
• More coming soon!