4002453083874245

Names of 4002453083874245

• Cardinal: 4002453083874245 can be written as Four quadrillion, two trillion, four hundred fifty-three billion, eighty-three million, eight hundred seventy-four thousand, two hundred forty-five.

Scientific notation

• Scientific notation: 4.002453083874245 × 10¹⁵

Factors of 4002453083874245

• Number of distinct prime factors ω(n): 9
• Total number of prime factors Ω(n): 9
• Sum of prime factors: 11373

Divisors of 4002453083874245

• Number of divisors d(n): 512
• Complete list of divisors:
  1 5 7 11 13 17 31 35 55 61 65 77 85 91 119 143 155 187 217 221 305 341 385 403 427 455 527 595 671 715 793 935 1001 1037 1085 1105 1309 1547 1705 1891 2015 2135 2387 2431 2635 2821 3037 3355 3689 3965 4433 4697 5005 5185 5551 5797 6545 6851 7259 7735 8191 8723 9455 11407 11935 12155 13237 13481 14105 15185 17017 18445 20801 21259 22165 23485 24583 27755 28985 31031 32147 33407 34255 36295 39481 40579 40955 43615 47957 51629 57035 57337 61061 66185 67405 75361 79849 85085 90101 94147 94367 104005 106295 106483 122915 139247 145607 148291 155155 160735 167035 172081 185257 197405 202895 225029 233849 239785 253921 258145 270413 276367 286685 305305 353617 361403 376805 399245 417911 434291 450505 470735 471835 499651 527527 532415 567919 630707 659029 671177 696235 728035 741455 745381 860405 926285 974729 1035617 1038037 1125145 1169245 1171313 1223911 1269605 1296799 1352065 1381835 1531717 1600499 1768085 1777447 1807015 1810211 1892891 2037827 2089555 2171455 2408341 2475319 2498255 2637635 2793131 2839595 2925377 3040037 3149369 3153535 3295145 3300973 3355885 3497557 3726905 3975433 4316657 4597021 4698239 4873645 5178085 5190185 5496161 5742967 5856565 6119555 6483995 6495463 7249319 7382947 7658585 8002495 8199191 8494067 8567377 8887235 9051055 9464455 10189135 10722019 11203493 12041705 12376595 12671477 13463021 13965655 14264789 14626885 15200185 15489181 15746845 16504865 16858387 17487785 17605489 19551917 19877165 19912321 20806487 21583285 22045583 22985105 23106811 23491195 24876067 26491751 27480805 28714835 30216599 32179147 32477315 34643059 36246595 36310703 36914735 38473127 40200769 40941797 40995955 42470335 42836885 45468241 47483227 51680629 53610095 56017465 56116541 59458469 63172637 63357385 67315105 71323945 71450093 74658571 77445905 84291935 88027445 93434737 94241147 97630439 97759585 99561605 104032435 108424267 110227915 110422871 115534055 123238423 124380335 132458755 139386247 145645409 151082995 160895735 170380991 173215295 174132469 181553515 185442257 192365635 201003845 201359353 204708985 227341205 228871357 237416135 242501413 254174921 258403145 263316077 273636737 280582705 286592579 297292345 315863185 323388871 332382589 357250465 373292855 392815787 422893139 442208459 450359767 467173685 471205735 488152195 500150651 522609997 542121335 552114355 616192115 617281951 654043159 683413073 696931235 728227045 771158077 772960097 821244281 851904955 870662345 927211285 1006796765 1073934829 1144356785 1192666937 1212507065 1214651581 1269195707 1270874605 1316580385 1368183685 1409515471 1432962895 1517440087 1602099499 1616944355 1661912945 1843212539 1915457159 1964078935 2114465695 2211042295 2214952883 2251798835 2263722097 2500753255 2613049985 2896476847 2960251973 3086409755 3152518369 3270215795 3417065365 3423109001 3557277581 3855790385 3864800485 4106221405 4320973657 4651824529 5369674145 5398106539 5497610807 5748709967 5963334685 6073257905 6345978535 7047577355 7517543803 7587200435 8010497495 8482738847 8502561067 8884369949 9216062695 9577285795 10025055001 10622080609 11074764415 11318610485 13109687309 13961152777 14482384235 14801259865 15504670181 15762591845 16691840957 17115545005 17786387905 19726721131 20275337929 21604868285 23259122645 23961763007 24900943067 25796481479 26990532695 27488054035 28743549835 32562771703 37587719015 37654199011 38483275649 42413694235 42512805335 44421849745 47040642697 50125275005 53110403045 59379171929 60473718877 65548436545 69805763885 70175385007 77523350905 83459204785 91767811163 97728069439 98633605655 101376689645 110275605011 116842886699 119808815035 124504715335 128982407395 138087047917 144206560399 162813858515 170425935017 180575370353 188270995055 192416378245 216993932441 235203213485 263579393077 283761296269 296895859645 302368594385 329284498879 335354259227 350876925035 423316032139 458839055815 488640347195 517447069667 551378025055 584214433495 611528355061 690435239585 721032801995 771929235077 799690925849 852129675085 902876851765 1009445922793 1084969662205 1192981545119 1317896965385 1418806481345 1518957527087 1646422494395 1676771296135 1874685285187 1986329073883 2116580160695 2347479814589 2587235348335 3057641775305 3622129487669 3688896851497 3859646175385 3998454629245 4280698485427 5047229613965 5597836480943 5964907725595 6726811905671 7594787635435 8796600184339 9373426425935 9931645369415 10395982036037 11737399072945 13122796996309 18110647438345 18444484257485 21403492427135 25822277960479 27989182404715 33634059528355 43983000921695 47087683339697 51979910180185 61576201290373 65613984981545 72771874252259 114355802396407 129111389802395 235438416698485 307881006451865 363859371261295 571779011982035 800490616774849 4002453083874245
• Sum of all divisors σ(n): 7167082525360128
• Sum of proper divisors (its aliquot sum) s(n): 3164629441485883
• 4002453083874245 is a deficient number, because the sum of its proper divisors (3164629441485883) is less than itself. Its deficiency is 837823642388362

Bases of 4002453083874245

• Binary: 1110001110000011010110111010010010110110001111000101₂
• Hexadecimal: 0xE3835BA4B63C5
• Base-36: 13ER1K9V1S5

Squares and roots of 4002453083874245

• 4002453083874245 squared (4002453083874245²) is 16019630688614454080858974320025
• 4002453083874245 cubed (4002453083874245³) is 64117820252171416765663676463322443891485256125
• The square root of 4002453083874245 is 63264943.5617723839
• The cube root of 4002453083874245 is 158772.5487981719

Scales and comparisons

• 4,002,453,083,874,245 seconds is equal to 127,265,627 years, 34 weeks, 4 days, 18 hours, 24 minutes, 5 seconds.
• To count from 1 to 4,002,453,083,874,245 would take you about three hundred eighty-one million, seven hundred ninety-six thousand, eight hundred eighty-three 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 4002453083874245 cubic inches would be around 13231 feet tall.

Recreational maths with 4002453083874245

• 4002453083874245 backwards is 5424783803542004
• The number of decimal digits it has is: 16
• The sum of 4002453083874245's digits is 59
• More coming soon!