14497710480

Names of 14497710480

• Cardinal: 14497710480 can be written as Fourteen billion, four hundred ninety-seven million, seven hundred ten thousand, four hundred eighty.

Scientific notation

• Scientific notation: 1.449771048 × 10¹⁰

Factors of 14497710480

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 19
• Sum of prime factors: 52

Divisors of 14497710480

• Number of divisors d(n): 520
• Complete list of divisors:
  1 2 3 4 5 6 8 9 10 11 12 15 16 18 20 22 24 27 30 31 33 36 40 44 45 48 54 55 60 62 66 72 80 81 88 90 93 99 108 110 120 124 132 135 144 155 162 165 176 180 186 198 216 220 240 243 248 264 270 279 297 310 324 330 341 360 372 396 405 432 440 465 486 495 496 528 540 558 594 620 648 660 682 720 729 744 792 810 837 880 891 930 972 990 1023 1080 1116 1188 1215 1240 1296 1320 1364 1395 1458 1485 1488 1584 1620 1674 1705 1782 1860 1944 1980 2046 2160 2187 2232 2376 2430 2480 2511 2640 2673 2728 2790 2916 2970 3069 3240 3348 3410 3564 3645 3720 3888 3960 4092 4185 4374 4455 4464 4752 4860 5022 5115 5346 5456 5580 5832 5940 6138 6480 6561 6696 6820 7128 7290 7440 7533 7920 8019 8184 8370 8748 8910 9207 9720 10044 10230 10692 10935 11160 11664 11880 12276 12555 13122 13365 13392 13640 14256 14580 15066 15345 16038 16368 16740 17496 17820 18414 19440 19683 20088 20460 21384 21870 22320 22599 23760 24057 24552 25110 26244 26730 27280 27621 29160 30132 30690 32076 32805 33480 34992 35640 36828 37665 39366 40095 40176 40920 42768 43740 45198 46035 48114 49104 50220 52488 53460 55242 58320 59049 60264 61380 64152 65610 66960 67797 71280 72171 73656 75330 78732 80190 81840 82863 87480 90396 92070 96228 98415 100440 104976 106920 110484 112995 118098 120285 120528 122760 128304 131220 135594 138105 144342 147312 150660 157464 160380 165726 174960 177147 180792 184140 192456 196830 200880 203391 213840 216513 220968 225990 236196 240570 245520 248589 262440 271188 276210 288684 295245 301320 314928 320760 331452 338985 354294 360855 361584 368280 384912 393660 406782 414315 433026 441936 451980 472392 481140 497178 524880 531441 542376 552420 577368 590490 602640 610173 641520 649539 662904 677970 708588 721710 736560 745767 787320 813564 828630 866052 885735 903960 944784 962280 994356 1016955 1062882 1082565 1084752 1104840 1154736 1180980 1220346 1242945 1299078 1325808 1355940 1417176 1443420 1491534 1574640 1627128 1657260 1732104 1771470 1807920 1830519 1924560 1948617 1988712 2033910 2125764 2165130 2209680 2237301 2361960 2440692 2485890 2598156 2657205 2711880 2834352 2886840 2983068 3050865 3247695 3254256 3314520 3464208 3542940 3661038 3728835 3897234 3977424 4067820 4251528 4330260 4474602 4723920 4881384 4971780 5196312 5314410 5423760 5491557 5773680 5845851 5966136 6101730 6495390 6629040 6711903 7085880 7322076 7457670 7794468 8135640 8503056 8660520 8949204 9152595 9743085 9762768 9943560 10392624 10628820 10983114 11186505 11691702 11932272 12203460 12990780 13423806 14171760 14644152 14915340 15588936 16271280 16474671 17321040 17898408 18305190 19486170 19887120 20135709 21257640 21966228 22373010 23383404 24406920 25981560 26847612 27457785 29229255 29288304 29830680 31177872 32949342 33559515 35796816 36610380 38972340 40271418 42515280 43932456 44746020 46766808 48813840 51963120 53695224 54915570 58458510 59661360 60407127 65898684 67119030 73220760 77944680 80542836 82373355 87864912 89492040 93533616 100678545 107390448 109831140 116917020 120814254 131797368 134238060 146441520 155889360 161085672 164746710 178984080 181221381 201357090 219662280 233834040 241628508 263594736 268476120 302035635 322171344 329493420 362442762 402714180 439324560 467668080 483257016 536952240 604071270 658986840 724885524 805428360 906106905 966514032 1208142540 1317973680 1449771048 1610856720 1812213810 2416285080 2899542096 3624427620 4832570160 7248855240 14497710480
• Sum of all divisors σ(n): 56936427264
• Sum of proper divisors (its aliquot sum) s(n): 42438716784
• 14497710480 is an abundant number, because the sum of its proper divisors (42438716784) is greater than itself. Its abundance is 27941006304

Bases of 14497710480

• Binary: 1101100000001000011000000110010000₂
• Hexadecimal: 0x360218190
• Base-36: 6NRK900

Squares and roots of 14497710480

• 14497710480 squared (14497710480²) is 210183609161901830400
• 14497710480 cubed (14497710480³) is 3047181113270728183321262592000
• The square root of 14497710480 is 120406.4386982689
• The cube root of 14497710480 is 2438.3711291067

Scales and comparisons

• 14,497,710,480 seconds is equal to 460 years, 51 weeks, 13 hours, 48 minutes.
• To count from 1 to 14,497,710,480 would take you about nine hundred twenty-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 14497710480 cubic inches would be around 203.2 feet tall.

Recreational maths with 14497710480

• 14497710480 backwards is 08401779441
• 14497710480 is a Harshad number.
• The number of decimal digits it has is: 11
• The sum of 14497710480's digits is 45
• More coming soon!