326007345664

Names of 326007345664

• Cardinal: 326007345664 can be written as Three hundred twenty-six billion, seven million, three hundred forty-five thousand, six hundred sixty-four.

Scientific notation

• Scientific notation: 3.26007345664 × 10¹¹

Factors of 326007345664

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 16
• Sum of prime factors: 784

Divisors of 326007345664

• Number of divisors d(n): 480
• Complete list of divisors:
  1 2 4 7 8 11 13 14 16 22 26 28 32 44 49 52 56 64 77 88 91 98 104 112 121 128 143 154 176 182 196 208 224 242 256 286 308 352 364 392 416 448 484 512 539 572 616 637 704 728 751 784 832 847 896 968 1001 1078 1144 1232 1274 1331 1408 1456 1502 1568 1573 1664 1694 1792 1936 2002 2156 2288 2464 2548 2662 2816 2912 3004 3136 3146 3328 3388 3584 3872 4004 4312 4576 4928 5096 5257 5324 5632 5824 5929 6008 6272 6292 6656 6776 7007 7744 8008 8261 8624 9152 9317 9763 9856 10192 10514 10648 11011 11648 11858 12016 12544 12584 13552 14014 15488 16016 16522 17248 17303 18304 18634 19526 19712 20384 21028 21296 22022 23296 23716 24032 25088 25168 27104 28028 30976 32032 33044 34496 34606 36608 36799 37268 39052 39424 40768 42056 42592 44044 46592 47432 48064 50336 54208 56056 57827 61952 64064 65219 66088 68341 68992 69212 73216 73598 74536 77077 78104 81536 84112 85184 88088 90871 94864 96128 100672 107393 108416 112112 115654 121121 128128 130438 132176 136682 137984 138424 147196 149072 154154 156208 163072 168224 170368 176176 181742 189728 192256 201344 214786 216832 224224 231308 242242 256256 260876 264352 273364 275968 276848 294392 298144 308308 312416 326144 336448 340736 352352 363484 379456 384512 402688 404789 429572 433664 448448 462616 478387 484484 512512 521752 528704 546728 553696 588784 596288 616616 624832 636097 672896 681472 704704 726968 751751 758912 805376 809578 847847 859144 896896 925232 956774 968968 999581 1043504 1057408 1093456 1107392 1177568 1181323 1192576 1233232 1249664 1272194 1345792 1409408 1453936 1503502 1517824 1619156 1695694 1718288 1793792 1850464 1913548 1937936 1999162 2087008 2114816 2186912 2214784 2355136 2362646 2385152 2466464 2499328 2544388 2691584 2818816 2907872 3007004 3035648 3238312 3391388 3436576 3587584 3700928 3827096 3875872 3998324 4174016 4229632 4373824 4429568 4452679 4710272 4725292 4770304 4932928 4998656 5088776 5262257 5637632 5815744 6014008 6476624 6782776 6873152 6997067 7401856 7654192 7751744 7996648 8269261 8348032 8747648 8859136 8905358 9420544 9450584 9865856 10177552 10524514 11631488 12028016 12953248 12994553 13565552 13746304 13994134 14803712 15308384 15503488 15993296 16538522 16696064 17495296 17810716 18841088 18901168 19731712 20355104 21049028 23262976 24056032 25906496 25989106 27131104 27492608 27988268 29607424 30616768 31006976 31986592 33077044 33392128 34990592 35621432 37802336 39463424 40710208 42098056 46525952 48112064 48979469 51812992 51978212 54262208 54985216 55976536 57884827 61233536 62013952 63973184 66154088 71242864 75604672 81420416 84196112 90961871 96224128 97958938 103625984 103956424 108524416 111953072 115769654 122467072 127946368 132308176 142485728 151209344 162840832 168392224 181923742 192448256 195917876 207251968 207912848 217048832 223906144 231539308 244934144 255892736 264616352 284971456 302418688 325681664 336784448 363847484 384896512 391835752 415825696 434097664 447812288 463078616 511785472 529232704 569942912 604837376 636733097 673568896 727694968 783671504 831651392 895624576 926157232 1058465408 1139885824 1273466194 1347137792 1455389936 1567343008 1663302784 1791249152 1852314464 2116930816 2279771648 2546932388 2694275584 2910779872 3134686016 3326605568 3582498304 3704628928 4233861632 5093864776 5821559744 6269372032 6653211136 7409257856 10187729552 11643119488 12538744064 14818515712 20375459104 23286238976 25077488128 29637031424 40750918208 46572477952 81501836416 163003672832 326007345664
• Sum of all divisors σ(n): 898746976512
• Sum of proper divisors (its aliquot sum) s(n): 572739630848
• 326007345664 is an abundant number, because the sum of its proper divisors (572739630848) is greater than itself. Its abundance is 246732285184

Bases of 326007345664

• Binary: 100101111100111100011010101001000000000₂
• Hexadecimal: 0x4BE78D5200
• Base-36: 45RKCTTS

Squares and roots of 326007345664

• 326007345664 squared (326007345664²) is 106280789426886779600896
• 326007345664 cubed (326007345664³) is 34648318056133874812741086236114944
• The square root of 326007345664 is 570970.5295932531
• The cube root of 326007345664 is 6882.4404430501

Scales and comparisons

• 326,007,345,664 seconds is equal to 10,366 years, 1 week, 2 days, 4 hours, 1 minute, 4 seconds.
• To count from 1 to 326,007,345,664 would take you about twenty thousand, seven hundred thirty-two 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 326007345664 cubic inches would be around 573.5 feet tall.

Recreational maths with 326007345664

• 326007345664 backwards is 466543700623
• The number of decimal digits it has is: 12
• The sum of 326007345664's digits is 46
• More coming soon!