130324513545472

Names of 130324513545472

• Cardinal: 130324513545472 can be written as One hundred thirty trillion, three hundred twenty-four billion, five hundred thirteen million, five hundred forty-five thousand, four hundred seventy-two.

Scientific notation

• Scientific notation: 1.30324513545472 × 10¹⁴

Factors of 130324513545472

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 14
• Sum of prime factors: 444

Divisors of 130324513545472

• Number of divisors d(n): 324
• Complete list of divisors:
  1 2 4 8 16 17 32 34 64 67 68 101 128 134 136 202 256 257 268 272 404 514 536 544 808 1028 1072 1088 1139 1616 1717 2056 2144 2176 2278 3232 3434 4112 4288 4352 4369 4489 4556 6464 6767 6868 8224 8576 8738 8978 9112 12928 13534 13736 16448 17152 17219 17476 17956 18224 25856 25957 27068 27472 32896 34438 34952 35912 36448 51914 54136 54944 65792 66049 68876 69904 71824 72896 76313 103828 108272 109888 115039 132098 137752 139808 143648 145792 152626 207656 216544 219776 230078 264196 275504 279616 287296 291584 292723 305252 415312 433088 439552 441269 453389 460156 528392 551008 559232 574592 585446 610504 830624 866176 882538 906778 920312 1056784 1102016 1118464 1122833 1149184 1153673 1170892 1221008 1661248 1732352 1739119 1765076 1813556 1840624 2113568 2204032 2245666 2307346 2341784 2442016 3322496 3478238 3530152 3627112 3681248 4227136 4408064 4425283 4491332 4614692 4683568 4884032 6644992 6670949 6956476 7060304 7254224 7362496 7707613 8454272 8850566 8982664 9229384 9367136 9768064 13341898 13912952 14120608 14508448 14724992 15415226 16908544 17701132 17965328 18458768 18734272 19536128 19612441 26683796 27825904 28241216 29016896 29449984 29565023 30830452 35402264 35930656 36917536 37468544 39224882 53367592 55651808 56482432 58033792 59130046 61660904 70804528 71861312 73835072 74937088 75229811 78449764 106735184 111303616 112964864 113406133 116067584 116520973 118260092 123321808 141609056 143722624 147670144 150459622 156899528 213470368 222607232 226812266 233041946 236520184 246643616 283218112 287445248 295340288 296493961 300919244 313799056 426940736 445214464 446953583 453624532 466083892 473040368 493287232 566436224 592987922 601838488 627598112 853881472 893907166 907249064 932167784 946080736 986574464 1132872448 1185975844 1203676976 1255196224 1707762944 1787814332 1814498128 1864335568 1892161472 1973148928 1980856541 2371951688 2407353952 2510392448 3575628664 3628996256 3728671136 3784322944 3961713082 4743903376 4814707904 5020784896 5040397337 7151257328 7257992512 7457342272 7568645888 7598210911 7923426164 9487806752 9629415808 10080794674 14302514656 14515985024 14914684544 15196421822 15846852328 18975613504 19258831616 20161589348 28605029312 29031970048 29829369088 29945890061 30392843644 31693704656 37951227008 40323178696 57210058624 59891780122 60785687288 63387409312 75902454016 80646357392 114420117248 119783560244 121571374576 126774818624 161292714784 239567120488 243142749152 253549637248 322585429568 479134240976 486285498304 507099274496 509080131037 645170859136 958268481952 972570996608 1018160262074 1290341718272 1916536963904 1945141993216 2036320524148 3833073927808 4072641048296 7666147855616 8145282096592 16290564193184 32581128386368 65162256772736 130324513545472
• Sum of all divisors σ(n): 283486240617804
• Sum of proper divisors (its aliquot sum) s(n): 153161727072332
• 130324513545472 is an abundant number, because the sum of its proper divisors (153161727072332) is greater than itself. Its abundance is 22837213526860

Bases of 130324513545472

• Binary: 11101101000011110001010010101011101110100000000₂
• Hexadecimal: 0x76878A55DD00
• Base-36: 1A7296HHJ4

Squares and roots of 130324513545472

• 130324513545472 squared (130324513545472²) is 16984478830863914807811702784
• 130324513545472 cubed (130324513545472³) is 2213493941455706703430550099072209332994048
• The square root of 130324513545472 is 11415976.2414553053
• The cube root of 130324513545472 is 50700.0869541503

Scales and comparisons

• 130,324,513,545,472 seconds is equal to 4,143,916 years, 21 weeks, 2 days, 10 hours, 37 minutes, 52 seconds.
• To count from 1 to 130,324,513,545,472 would take you about ten million, three hundred fifty-nine thousand, seven hundred ninety-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 130324513545472 cubic inches would be around 4225 feet tall.

Recreational maths with 130324513545472

• 130324513545472 backwards is 274545315423031
• The number of decimal digits it has is: 15
• The sum of 130324513545472's digits is 49
• More coming soon!