244140940944

Names of 244140940944

• Cardinal: 244140940944 can be written as Two hundred forty-four billion, one hundred forty million, nine hundred forty thousand, nine hundred forty-four.

Scientific notation

• Scientific notation: 2.44140940944 × 10¹¹

Factors of 244140940944

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 527

Divisors of 244140940944

• Number of divisors d(n): 480
• Complete list of divisors:
  1 2 3 4 6 8 9 12 16 18 24 27 29 31 36 48 53 54 58 62 72 87 93 106 108 116 124 144 159 174 186 212 216 232 248 261 279 318 348 372 409 424 432 464 477 496 522 558 636 696 744 783 818 837 841 848 899 954 1044 1116 1227 1272 1392 1431 1488 1537 1566 1636 1643 1674 1682 1798 1908 2088 2232 2454 2523 2544 2697 2862 3074 3132 3272 3286 3348 3364 3596 3681 3816 4176 4464 4611 4908 4929 5046 5394 5724 6148 6264 6544 6572 6696 6728 7192 7362 7569 7632 8091 9222 9816 9858 10092 10788 11043 11448 11861 12296 12528 12679 13144 13392 13456 13833 14384 14724 14787 15138 16182 18444 19632 19716 20184 21576 21677 22086 22707 22896 23722 24273 24592 25358 26071 26288 27666 29448 29574 30276 32364 35583 36888 38037 39432 40368 41499 43152 43354 44172 44361 44573 45414 47444 47647 48546 50716 52142 55332 58896 59148 60552 64728 65031 71166 73776 76074 78213 78864 82998 86708 88344 88722 89146 90828 94888 95294 97092 101432 104284 106749 110664 114111 118296 121104 129456 130062 133719 142332 142941 152148 156426 165996 173416 176688 177444 178292 181656 189776 190588 194184 195093 202864 208568 213498 221328 228222 234639 236592 260124 267438 284664 285882 304296 312852 320247 331992 342333 343969 346832 354888 356584 363312 367691 381176 388368 390186 401157 417136 426996 428823 456444 469278 520248 534876 569328 571764 585279 608592 625704 628633 640494 663984 671987 684666 687938 703917 709776 713168 735382 762352 780372 802314 853992 857646 912888 938556 1031907 1040496 1069752 1103073 1143528 1170558 1203471 1251408 1257266 1280988 1286469 1343974 1369332 1375876 1381763 1407834 1470764 1560744 1604628 1707984 1715292 1825776 1877112 1885899 2015961 2063814 2139504 2206146 2287056 2341116 2406942 2514532 2561976 2572938 2687948 2738664 2751752 2763526 2815668 2941528 3095721 3121488 3209256 3309219 3430584 3754224 3771798 4031922 4127628 4145289 4412292 4682232 4813884 5029064 5123952 5145876 5375896 5477328 5503504 5527052 5631336 5657697 5883056 6047883 6191442 6418512 6618438 6861168 7543596 8063844 8255256 8290578 8824584 9287163 9364464 9627768 9927657 10058128 10291752 10663039 10751792 11054104 11262672 11315394 12095766 12382884 12435867 13236876 15087192 16127688 16510512 16581156 16973091 17649168 18143649 18230357 18574326 19255536 19487623 19855314 20583504 21326078 22108208 22630788 24191532 24765768 24871734 26473752 30174384 31989117 32255376 33162312 33946182 36287298 36460714 37148652 37307601 38975246 39710628 42652156 45261576 48383064 49531536 49743468 52947504 54691071 58462869 63978234 66324624 67892364 72574596 72921428 74297304 74615202 77950492 79421256 85304312 90523152 95967351 96766128 99486936 109382142 116925738 127956468 135784728 145149192 145842856 148594608 149230404 155900984 158842512 164073213 170608624 175388607 191934702 198973872 218764284 233851476 255912936 271569456 287902053 290298384 291685712 298460808 311801968 328146426 350777214 383869404 437528568 467702952 492219639 511825872 526165821 565141067 575804106 596921616 656292852 701554428 767738808 875057136 935405904 984439278 1052331642 1130282134 1151608212 1312585704 1403108856 1535477616 1695423201 1968878556 2104663284 2260564268 2303216424 2625171408 2806217712 3390846402 3937757112 4209326568 4521128536 4606432848 5086269603 6781692804 7875514224 8418653136 9042257072 10172539206 13563385608 15258808809 20345078412 27126771216 30517617618 40690156824 61035235236 81380313648 122070470472 244140940944
• Sum of all divisors σ(n): 765186739200
• Sum of proper divisors (its aliquot sum) s(n): 521045798256
• 244140940944 is an abundant number, because the sum of its proper divisors (521045798256) is greater than itself. Its abundance is 276904857312

Bases of 244140940944

• Binary: 11100011010111111011110001111010010000₂
• Hexadecimal: 0x38D7EF1E90
• Base-36: 345N7NO0

Squares and roots of 244140940944

• 244140940944 squared (244140940944²) is 59604799045021695611136
• 244140940944 cubed (244140940944³) is 14551971723629629385397098164752384
• The square root of 244140940944 is 494106.2041140549
• The cube root of 244140940944 is 6250.0026960545

Scales and comparisons

• 244,140,940,944 seconds is equal to 7,762 years, 48 weeks, 1 day, 8 hours, 2 minutes, 24 seconds.
• To count from 1 to 244,140,940,944 would take you about fifteen thousand, five hundred twenty-five 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 244140940944 cubic inches would be around 520.8 feet tall.

Recreational maths with 244140940944

• 244140940944 backwards is 449049041442
• The number of decimal digits it has is: 12
• The sum of 244140940944's digits is 45
• More coming soon!