29907318144

Names of 29907318144

• Cardinal: 29907318144 can be written as Twenty-nine billion, nine hundred seven million, three hundred eighteen thousand, one hundred forty-four.

Scientific notation

• Scientific notation: 2.9907318144 × 10¹⁰

Factors of 29907318144

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 286

Divisors of 29907318144

• Number of divisors d(n): 512
• Complete list of divisors:
  1 2 3 4 6 8 11 12 16 19 22 24 32 33 38 41 44 48 57 61 64 66 76 82 88 96 114 122 123 128 132 149 152 164 176 183 192 209 228 244 246 264 298 304 328 352 366 384 418 447 451 456 488 492 528 596 608 627 656 671 704 732 779 836 894 902 912 976 984 1056 1159 1192 1216 1254 1312 1342 1353 1408 1464 1558 1639 1672 1788 1804 1824 1952 1968 2013 2112 2318 2337 2384 2432 2501 2508 2624 2684 2706 2831 2928 3116 3278 3344 3477 3576 3608 3648 3904 3936 4026 4224 4636 4674 4768 4917 5002 5016 5248 5368 5412 5662 5856 6109 6232 6556 6688 6954 7152 7216 7296 7503 7808 7872 8052 8493 8569 9089 9272 9348 9536 9834 10004 10032 10736 10824 11324 11712 12218 12464 12749 13112 13376 13908 14304 14432 15006 15744 16104 16986 17138 18178 18327 18544 18696 19072 19668 20008 20064 21472 21648 22648 23424 24436 24928 25498 25707 26224 26752 27267 27511 27816 28608 28864 30012 31141 32208 33972 34276 36356 36654 37088 37392 38247 39336 40016 40128 42944 43296 45296 47519 48872 49856 50996 51414 52448 54534 55022 55632 57216 57728 60024 62282 64416 67199 67944 68552 72712 73308 74176 74784 76494 78672 80032 80256 82533 85888 86592 90592 93423 95038 97744 99712 99979 101992 102828 104896 109068 110044 111264 116071 120048 124564 128832 134398 135888 137104 142557 145424 146616 148352 149568 152988 157344 160064 165066 172691 173184 181184 186846 190076 195488 199958 201597 203984 205656 209792 218136 220088 222528 232142 240096 249128 257664 268796 271776 274208 285114 290848 293232 299136 299937 305976 314688 320128 330132 345382 348213 362368 372649 373692 380152 390976 399916 403194 407968 411312 436272 440176 445056 464284 480192 498256 518073 522709 537592 543552 548416 570228 581696 586464 599874 611952 629376 660264 690764 696426 745298 747384 760304 781952 799832 806388 815936 822624 872544 880352 928568 960384 996512 1036146 1045418 1075184 1087104 1096832 1117947 1140456 1163392 1172928 1199748 1223904 1276781 1320528 1381528 1392852 1490596 1494768 1520608 1568127 1599664 1612776 1631872 1645248 1745088 1760704 1857136 1899601 1993024 2072292 2090836 2150368 2235894 2280912 2345856 2399496 2447808 2553562 2641056 2763056 2785704 2981192 2989536 3041216 3136254 3199328 3225552 3290496 3490176 3521408 3714272 3799202 3830343 3986048 4099139 4144584 4181672 4300736 4471788 4561824 4798992 4895616 5107124 5282112 5526112 5571408 5698803 5962384 5979072 6082432 6272508 6398656 6451104 7080331 7428544 7598404 7660686 8198278 8289168 8363344 8601472 8943576 9123648 9597984 10214248 10564224 11052224 11142816 11397606 11924768 11958144 12297417 12545016 12797312 12902208 14160662 14857088 15196808 15321372 16396556 16578336 16726688 17887152 18247296 19195968 20428496 21240993 22104448 22285632 22795212 23849536 24594834 25090032 25804416 28321324 30393616 30642744 32793112 33156672 33453376 35774304 38391936 40856992 42481986 44571264 45590424 47699072 49189668 50180064 56642648 60787232 61285488 65586224 66313344 66906752 71548608 77883641 81713984 84963972 91180848 98379336 100360128 113285296 121574464 122570976 131172448 143097216 155767282 163427968 169927944 182361696 196758672 200720256 226570592 233650923 243148928 245141952 262344896 311534564 339855888 364723392 393517344 453141184 467301846 490283904 524689792 623069128 679711776 729446784 787034688 906282368 934603692 1246138256 1359423552 1574069376 1869207384 2492276512 2718847104 3738414768 4984553024 7476829536 9969106048 14953659072 29907318144
• Sum of all divisors σ(n): 95618880000
• Sum of proper divisors (its aliquot sum) s(n): 65711561856
• 29907318144 is an abundant number, because the sum of its proper divisors (65711561856) is greater than itself. Its abundance is 35804243712

Bases of 29907318144

• Binary: 11011110110100111010111010110000000₂
• Hexadecimal: 0x6F69D7580
• Base-36: DQM1MDC

Squares and roots of 29907318144

• 29907318144 squared (29907318144²) is 894447678566431604736
• 29907318144 cubed (29907318144³) is 26750531286048519841656009129984
• The square root of 29907318144 is 172937.3243230043
• The cube root of 29907318144 is 3104.0293820509

Scales and comparisons

• 29,907,318,144 seconds is equal to 950 years, 49 weeks, 6 days, 12 hours, 22 minutes, 24 seconds.
• To count from 1 to 29,907,318,144 would take you about one thousand, nine hundred one 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 29907318144 cubic inches would be around 258.7 feet tall.

Recreational maths with 29907318144

• 29907318144 backwards is 44181370992
• 29907318144 is a Harshad number.
• The number of decimal digits it has is: 11
• The sum of 29907318144's digits is 48
• More coming soon!