4122041328734880
4,122,041,328,734,880 is an even composite number composed of eight prime numbers multiplied together.
4122041328734880 is an even composite number. It is composed of eight distinct prime numbers multiplied together. It has a total of seven hundred sixty-eight divisors.
Prime factorization of 4122041328734880:
25 × 3 × 5 × 31 × 37 × 107 × 263 × 266053
(2 × 2 × 2 × 2 × 2 × 3 × 5 × 31 × 37 × 107 × 263 × 266053)See below for interesting mathematical facts about the number 4122041328734880 from the Numbermatics database.
Names of 4122041328734880
- Cardinal: 4122041328734880 can be written as Four quadrillion, one hundred twenty-two trillion, forty-one billion, three hundred twenty-eight million, seven hundred thirty-four thousand, eight hundred eighty.
Scientific notation
- Scientific notation: 4.12204132873488 × 1015
Factors of 4122041328734880
Divisors of 4122041328734880
- Number of divisors d(n): 768
-
Complete list of divisors:
1 2 3 4 5 6 8 10 12 15 16 20 24 30 31 32 37 40 48 60 62 74 80 93 96 107 111 120 124 148 155 160 185 186 214 222 240 248 263 296 310 321 370 372 428 444 465 480 496 526 535 555 592 620 642 740 744 789 856 888 930 992 1052 1070 1110 1147 1184 1240 1284 1315 1480 1488 1578 1605 1712 1776 1860 2104 2140 2220 2294 2480 2568 2630 2960 2976 3156 3210 3317 3424 3441 3552 3720 3945 3959 4208 4280 4440 4588 4960 5136 5260 5735 5920 6312 6420 6634 6882 7440 7890 7918 8153 8416 8560 8880 9176 9731 9951 10272 10520 11470 11877 12624 12840 13268 13764 14880 15780 15836 16306 16585 17120 17205 17760 18352 19462 19795 19902 21040 22940 23754 24459 25248 25680 26536 27528 28141 29193 31560 31672 32612 33170 34410 36704 38924 39590 39804 40765 42080 45880 47508 48655 48918 49755 51360 53072 55056 56282 58386 59385 63120 63344 65224 66340 68820 77848 79180 79608 81530 84423 91760 95016 97310 97836 99510 106144 110112 112564 116772 118770 122295 122729 126240 126688 130448 132680 137640 140705 145965 155696 158360 159216 163060 168846 183520 190032 194620 195672 199020 225128 233544 237540 244590 245458 260896 265360 266053 275280 281410 291930 301661 311392 316720 318432 326120 337692 368187 380064 389240 391344 398040 422115 450256 467088 475080 489180 490916 530720 532106 550560 562820 583860 603322 613645 633440 652240 675384 736374 778480 782688 796080 798159 844230 872371 900512 904983 934176 950160 978360 981832 1041217 1064212 1125640 1167720 1206644 1227290 1304480 1330265 1350768 1472748 1508305 1556960 1592160 1596318 1688460 1744742 1809966 1840935 1900320 1956720 1963664 2082434 2128424 2251280 2335440 2413288 2454580 2617113 2660530 2701536 2945496 3016610 3123651 3192636 3376920 3489484 3619932 3681870 3913440 3927328 3990795 4164868 4256848 4361855 4502560 4524915 4670880 4826576 4909160 5206085 5234226 5321060 5890992 6033220 6247302 6385272 6753840 6978968 7239864 7363740 7981590 8247643 8329736 8513696 8723710 9049830 9653152 9818320 9843961 10412170 10468452 10642120 11781984 12066440 12494604 12770544 13085565 13507680 13957936 14479728 14727480 15618255 15963180 16495286 16659472 17447420 18099660 19636640 19687922 20824340 20936904 21284240 24132880 24742929 24989208 25541088 26171130 27915872 28467671 28959456 29454960 29531883 31236510 31926360 32277727 32990572 33318944 34894840 36199320 39375844 41238215 41648680 41873808 42568480 48265760 49219805 49485858 49978416 52342260 56935342 58909920 59063766 62473020 63852720 64555454 65981144 69789680 69971939 72398640 78751688 82476430 83297360 83747616 85403013 96833181 98439610 98971716 99956832 104684520 113870684 118127532 123714645 124946040 127705440 129110908 131962288 139579360 139943878 142338355 144797280 147659415 157503376 161388635 164952860 166594720 170806026 193666362 196879220 197943432 209369040 209915817 227741368 236255064 247429290 249892080 258221816 263924576 279887756 284676710 295318830 305162791 315006752 322777270 329905720 341612052 349859695 387332724 393758440 395886864 418738080 419831634 427015065 455482736 472510128 484165905 494858580 499784160 516443632 559775512 569353420 590637660 610325582 645554540 659811440 683224104 699719390 774665448 787516880 791773728 839663268 854030130 882497801 910965472 915488373 945020256 968331810 989717160 1032887264 1049579085 1053303827 1119551024 1138706840 1181275320 1220651164 1291109080 1319622880 1366448208 1399438780 1525813955 1549330896 1575033760 1679326536 1708060260 1764995602 1830976746 1936663620 1979434320 2099158170 2106607654 2169130109 2239102048 2277413680 2362550640 2441302328 2582218160 2588961743 2647493403 2732896416 2798877560 3051627910 3098661792 3159911481 3358653072 3416120520 3529991204 3661953492 3873327240 3958868640 4198316340 4213215308 4338260218 4412489005 4554827360 4577441865 4725101280 4882604656 5164436320 5177923486 5266519135 5294986806 5597755120 6103255820 6319822962 6507390327 6717306144 6832241040 7059982408 7323906984 7486997473 7746654480 7766885229 8396632680 8426430616 8676520436 8824978010 9154883730 9765209312 10355846972 10533038270 10589973612 10845650545 11195510240 12206511640 12639645924 12944808715 13014780654 13237467015 13664482080 14119964816 14647813968 14973994946 15493308960 15533770458 15799557405 16793265360 16852861232 17353040872 17649956020 18309767460 20711693944 21066076540 21179947224 21691301090 22460992419 24413023280 25279291848 25889617430 26029561308 26474934030 28239929632 29295627936 29947989892 31067540916 31599114810 32536951635 32652418637 33586530720 33705722464 34706081744 35299912040 36619534920 37434987365 38834426145 41423387888 42132153080 42359894448 43382602180 44921984838 48826046560 50558583696 51779234860 52059122616 52949868060 59895979784 62135081832 63198229620 65073903270 65304837274 69412163488 70599824080 73239069840 74869974730 77668852290 80257814033 82846775776 84264306160 84719788896 86765204360 89843969676 97957255911 101117167392 103558469720 104118245232 105899736120 112304962095 119791959568 124270163664 126396459240 130147806540 130609674548 141199648160 146478139680 149739949460 155337704580 160515628066 163262093185 168528612320 173530408720 179687939352 195914511822 207116939440 208236490464 211799472240 224609924190 232096921663 239583919136 240773442099 248540327328 252792918480 260295613080 261219349096 277018906501 299479898920 310675409160 321031256132 326524186370 347060817440 359375878704 391829023644 401289070165 414233878880 423598944480 449219848380 464193843326 481546884198 489786279555 505585836960 520591226160 522438698192 554037813002 598959797840 621350818320 642062512264 653048372740 696290764989 718751757408 783658047288 802578140330 831056719503 898439696760 928387686652 963093768396 979572559110 1041182452320 1044877396384 1108075626004 1160484608315 1197919595680 1203867210495 1242701636640 1284125024528 1306096745480 1385094532505 1392581529978 1567316094576 1605156280660 1662113439006 1796879393520 1856775373304 1926187536792 1959145118220 2216151252008 2320969216630 2407734420990 2568250049056 2612193490960 2770189065010 2785163059956 3134632189152 3210312561320 3324226878012 3481453824945 3593758787040 3713550746608 3852375073584 3918290236440 4155283597515 4432302504016 4641938433260 4815468841980 5224386981920 5540378130020 5570326119912 6420625122640 6648453756024 6962907649890 7427101493216 7704750147168 7836580472880 8310567195030 8587586101531 8864605008032 9283876866520 9630937683960 11080756260040 11140652239824 12841250245280 13296907512048 13925815299780 15673160945760 16621134390060 17175172203062 18567753733040 19261875367920 22161512520080 22281304479648 25762758304593 26593815024096 27851630599560 33242268780120 34350344406124 37135507466080 38523750735840 42937930507655 44323025040160 51525516609186 55703261199120 66484537560240 68700688812248 85875861015310 103051033218372 111406522398240 128813791522965 132969075120480 137401377624496 171751722030620 206102066436744 257627583045930 274802755248992 343503444061240 412204132873488 515255166091860 687006888122480 824408265746976 1030510332183720 1374013776244960 2061020664367440 4122041328734880
- Sum of all divisors σ(n): 13947065522159616
- Sum of proper divisors (its aliquot sum) s(n): 9825024193424736
- 4122041328734880 is an abundant number, because the sum of its proper divisors (9825024193424736) is greater than itself. Its abundance is 5702982864689856
Bases of 4122041328734880
- Binary: 11101010010011111001100010010010011000010010101000002
- Hexadecimal: 0xEA4F9892612A0
- Base-36: 14L53N76BHC
Squares and roots of 4122041328734880
- 4122041328734880 squared (41220413287348802) is 16991224715798415046781328614400
- 4122041328734880 cubed (41220413287348803) is 70038530504342632558875629176884438695350272000
-
The
square root of 4122041328734880 is 64203125.5371175835 -
The
cube root of 4122041328734880 is 160338.3637342139
Scales and comparisons
How big is 4122041328734880?- 4,122,041,328,734,880 seconds is equal to 131,068,163 years, 49 weeks, 4 hours, 8 minutes.
-
To count from 1 to 4,122,041,328,734,880 would take you about three hundred ninety-three million, two hundred four thousand, four 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 4122041328734880 cubic inches would be around 13361.5 feet tall.
Recreational maths with 4122041328734880
- 4122041328734880 backwards is 0884378231402214
- The number of decimal digits it has is: 16
- The sum of 4122041328734880's digits is 57
- More coming soon!
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"Number 4122041328734880 - Facts about the integer". Numbermatics.com. 2024. Web. 19 June 2024.
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Numbermatics. (2024). Number 4122041328734880 - Facts about the integer. Retrieved 19 June 2024, from https://numbermatics.com/n/4122041328734880/
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The information we have on file for 4122041328734880 includes mathematical data and numerical statistics calculated using standard algorithms and methods. We are adding more all the time. If there are any features you would like to see, please contact us. Information provided for educational use, intellectual curiosity and fun!
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