448012212034387

Names of 448012212034387

• Cardinal: 448012212034387 can be written as Four hundred forty-eight trillion, twelve billion, two hundred twelve million, thirty-four thousand, three hundred eighty-seven.

Scientific notation

• Scientific notation: 4.48012212034387 × 10¹⁴

Factors of 448012212034387

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 140

Divisors of 448012212034387

• Number of divisors d(n): 540
• Complete list of divisors:
  1 7 11 13 19 29 61 77 91 121 133 143 169 203 209 247 319 361 377 427 551 671 793 841 847 1001 1159 1183 1463 1573 1729 1769 1859 2197 2233 2299 2527 2639 2717 3211 3509 3857 3971 4147 4693 4697 4901 5551 5887 6061 7163 7381 8113 8723 9251 10309 10469 10933 11011 12383 12749 13013 15067 15379 15979 16093 19019 19459 20449 22021 22477 22997 24167 24563 27797 28561 29029 29887 32851 33611 34307 35321 41743 42427 43681 45617 50141 51301 51623 51667 53911 61009 61061 63713 64757 66671 72163 73283 76531 78793 89243 93119 95953 101761 105469 111853 113399 115159 120263 134017 136097 136213 140239 142129 143143 154147 160979 165737 169169 175769 195871 199927 207727 209209 214049 235277 242231 247247 252967 265837 286273 292201 298961 303601 305767 314171 319319 359107 361361 369721 377377 388531 427063 436943 445991 459173 466697 542659 551551 564311 567853 593021 638609 651833 666913 671099 671671 700843 712327 793117 793793 806113 828269 841841 866723 938119 952679 974719 981673 994903 1024309 1160159 1210547 1230383 1247389 1266749 1322893 1371097 1454089 1474187 1497067 1498343 1563419 1695617 1742221 1769261 1770769 1823107 1847677 1860859 1933459 2003911 2092727 2125207 2154581 2199197 2284997 2546323 2588047 2664541 2700451 2719717 2782637 3058601 3149003 3214211 3288571 3339611 3455881 3721549 3798613 3886493 3946813 3950177 3974971 4066931 4151147 4470263 4668391 4697693 4806373 4905901 5050903 5551819 5680259 5797883 5969249 6067061 6207421 6823033 7024699 7170163 7336043 7382089 7709273 8301917 8473829 8669869 8724287 8731723 8867243 9110959 9260251 10310521 10319309 10479469 10721909 10943933 11267399 12195547 12384827 12671347 12761749 12933739 13316017 13534213 15082067 15737111 15994979 16216057 16467737 17197609 17824261 18519661 18651787 18903157 19164431 19461871 19478459 20324447 22043021 23000393 23019997 23377277 23700391 24019801 24191167 25134967 26050843 27205451 27627691 28009553 28468517 29704961 33102199 33644611 34639033 35105863 35356321 36174281 36735721 39761813 40937039 41784743 42751423 43414943 43451947 48380137 49172893 50524409 51308569 51352301 51674623 52870103 53964911 58113419 60689083 61070009 62482849 63776713 65661739 72173647 73843367 75053363 77271689 78871793 80696473 88699429 91321087 93212119 95368559 95967157 100220549 107924921 110159777 112708297 113415731 113512399 115274159 117940999 120383263 129637627 134151017 136233097 139384817 142271129 146476187 161002751 164727511 165902737 168138607 173108221 175944769 196066871 203716271 207934727 210808741 214080581 223568917 231715393 240755593 242473231 245741041 253004323 253219967 257150047 264217811 286559273 299005109 299259961 303904601 308105083 326754571 338660959 353670863 359159983 364124189 370090721 386164493 437379943 450307429 456376219 459632173 470265653 477564373 516903569 532181507 540901823 555768499 564394259 564875311 628941781 639247609 667011397 667579913 671770099 687311339 701543843 755474447 788958079 793910117 812277037 825586993 959963771 975693719 1004531957 1025333309 1049054149 1153092577 1187174131 1211757547 1239791267 1247573041 1403023973 1426013897 1465207861 1475661187 1498564067 1533232987 1564982419 1685289151 1771030261 1812002621 1849524677 1904190431 2093035763 2141457643 2156735581 2240878981 2287281997 2548869323 2648311523 2703151451 2783047553 2906395921 3129822709 3152152003 3194633533 3289056199 3291859571 3342950611 3725270549 3890379493 3950759813 4005366079 4247809423 4402592467 4669079779 4811179373 5020138409 5685939259 5853996577 6113453489 6208336849 6719746397 6918359591 7031723699 7337125367 7343379043 8310218917 8671148161 8678538869 8733011287 8935047407 9821167811 10256455027 10559601481 10732630909 12684018347 13058915441 13329333017 13637703937 14990203501 15433263703 15686152867 16117286471 18239311649 18538180661 19481332871 19932028831 20344771447 21908758963 23023393393 23556034073 27838949359 28037562553 29131426753 29734665961 34428049799 35140968863 36179618189 40687695217 40977976039 42794174423 43458357943 48428517137 51359877569 55221522499 60698037127 62545331849 73917210367 76101955501 80708379037 91412408087 95382629771 95463927559 108032845921 112821005297 116155616291 127675181543 139524201817 164892238511 169765900733 177290151181 194872645513 200632428139 203919987271 240996348593 253257327323 259116374803 284813866519 306228442949 378708547789 386550657493 447564647387 528940037821 532713688507 564958653259 667678408397 813089314037 1049208927481 1188361305131 1241031058267 1404426996973 1813814623621 2143599100643 2206956709529 2650959834523 3132952531709 3368512872439 3702580264747 4923211121257 5818340416031 7344462492367 15448696966703 23579590107073 34462477848799 40728382912217 64001744576341 448012212034387
• Sum of all divisors σ(n): 677346348548688
• Sum of proper divisors (its aliquot sum) s(n): 229334136514301
• 448012212034387 is a deficient number, because the sum of its proper divisors (229334136514301) is less than itself. Its deficiency is 218678075520086

Bases of 448012212034387

• Binary: 1100101110111011011111000110000001101101101010011₂
• Hexadecimal: 0x19776F8C0DB53
• Base-36: 4ET1YVPNPV

Squares and roots of 448012212034387

• 448012212034387 squared (448012212034387²) is 200714942131944535869270465769
• 448012212034387 cubed (448012212034387³) is 89922745212886452091196380950376574534398603
• The square root of 448012212034387 is 21166298.9687471579
• The cube root of 448012212034387 is 76517.9425659289

Scales and comparisons

• 448,012,212,034,387 seconds is equal to 14,245,402 years, 28 weeks, 4 days, 4 hours, 13 minutes, 7 seconds.
• To count from 1 to 448,012,212,034,387 would take you about thirty-five million, six hundred thirteen thousand, five hundred six 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 448012212034387 cubic inches would be around 6376.5 feet tall.

Recreational maths with 448012212034387

• 448012212034387 backwards is 783430212210844
• The number of decimal digits it has is: 15
• The sum of 448012212034387's digits is 49
• More coming soon!