18089148455235

Names of 18089148455235

• Cardinal: 18089148455235 can be written as Eighteen trillion, eighty-nine billion, one hundred forty-eight million, four hundred fifty-five thousand, two hundred thirty-five.

Scientific notation

• Scientific notation: 1.8089148455235 × 10¹³

Factors of 18089148455235

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 13
• Sum of prime factors: 291

Divisors of 18089148455235

• Number of divisors d(n): 672
• Complete list of divisors:
  1 3 5 9 11 13 15 23 27 33 39 45 55 65 69 81 99 109 115 117 127 135 143 165 195 207 243 253 297 299 327 345 351 381 405 429 495 545 585 621 635 715 729 759 891 897 981 1035 1053 1143 1199 1215 1265 1287 1397 1417 1485 1495 1635 1651 1755 1863 1905 2145 2277 2507 2673 2691 2921 2943 3105 3159 3289 3429 3597 3645 3795 3861 4191 4251 4455 4485 4905 4953 5265 5589 5715 5995 6435 6831 6985 7085 7521 8019 8073 8255 8763 8829 9315 9477 9867 10287 10791 11385 11583 11881 12535 12573 12753 13365 13455 13843 14605 14715 14859 15587 15795 16445 16767 17145 17985 18161 19305 20493 20955 21255 22563 24219 24765 26289 26487 27577 27945 29601 30861 32131 32373 32591 34155 34749 35643 37605 37719 37973 38259 40095 40365 41529 43815 44145 44577 46761 47385 49335 51435 53955 54483 57915 59405 61479 62865 63765 67689 69215 72657 74295 77935 78867 79461 82731 83835 88803 90805 92583 96393 97119 97773 102465 104247 106929 112815 113157 113919 114777 121095 124587 130691 131445 132435 133731 137885 140283 148005 152273 154305 154453 160655 161865 162955 163449 173745 178215 179959 184437 188595 189865 191295 203067 207645 217971 222885 233805 236601 248193 266409 272415 273263 289179 291357 293319 307395 318389 320787 338445 339471 341757 344331 358501 363285 373761 392073 394335 397305 401193 413655 417703 420849 444015 456819 462915 463359 481965 485595 488865 490347 521235 534645 539877 565785 569595 573885 609201 622935 653455 668655 701415 709803 744579 761365 772265 799227 817245 819789 867537 874071 879957 899795 922185 955167 962361 1015335 1018413 1025271 1032993 1075503 1089855 1121283 1176219 1183005 1203579 1240965 1253109 1262547 1332045 1366315 1370457 1390077 1445895 1456785 1466595 1471041 1508887 1591945 1603935 1619631 1697355 1698983 1708785 1721655 1792505 1827603 1868805 1960365 1979549 2005965 2088515 2104245 2129409 2233737 2284095 2316795 2397681 2451735 2459367 2602611 2639871 2699385 2865501 2887083 3005893 3046005 3075813 3226509 3363849 3502279 3528657 3549015 3552419 3722895 3759327 3787641 3996135 4098945 4111371 4139057 4170231 4337685 4370355 4399785 4413123 4526661 4775835 4811805 4858893 5092065 5096949 5126355 5164965 5377515 5606415 5881095 5938647 6017895 6265545 6312735 6701211 6852285 6950385 7355205 7378101 7544435 7807833 7919613 8098155 8494915 8596503 8661249 9017679 9138015 9227439 9679527 9897745 10091547 10506837 10585971 10647045 10657257 11168685 11277981 11362923 11988405 12296835 12334113 12417171 12510693 13013055 13199355 13239369 13579983 14327505 14435415 14576679 15029465 15290847 15379065 16132545 16597757 16819245 17511395 17643285 17762095 17815941 18796635 18938205 19615531 20103633 20556855 20695285 20851155 22065615 22134303 22633305 23423499 23758839 24294465 25484745 25789509 27053037 27682317 29038581 29693235 31520511 31757913 31971771 33506055 33833943 34704401 36890505 37002339 37251513 37532079 39039165 39076609 39598065 40739949 42982515 43306245 43730037 45088395 45529627 45872541 46137195 48397635 49793271 50457735 52534185 52929855 53286285 53447823 56389905 56814615 58846593 61670565 62085855 62553465 66196845 66402909 67899915 72883395 76454235 77368527 81159111 82988785 87115743 89079705 94561533 95273739 95915313 98077655 100518165 101501829 104113203 110671515 111007017 111754539 112596237 117117495 117229827 118794195 122219847 128947545 131190111 135265185 136588881 137617623 138411585 145192905 149379813 157602555 158789565 159858855 160343469 169169715 173522005 176539779 185011695 186257565 187660395 195383045 199208727 203699745 215770841 218650185 227648135 229362705 232105581 243477333 248966355 261347229 267239115 283684599 287745939 294232965 304505487 312339609 332014545 335263617 351689481 366659541 381748411 386842635 405795555 409766643 412852869 435578715 448139439 451157213 472807665 476368695 479576565 481030407 507509145 520566015 529619337 555035085 558772695 562981185 586149135 611099235 647312523 655950555 682944405 688088115 730431999 746899065 801717345 851053797 863237817 882698895 937018827 996043635 1005790851 1055068443 1078854205 1099978623 1145245233 1160527905 1217386665 1229299929 1238558607 1306736145 1344418317 1353471639 1418422995 1438729695 1443091221 1522527435 1561698045 1588858011 1676318085 1758447405 1833297705 1908742055 1941937569 2048833215 2064264345 2191295997 2240697195 2255786065 2405152035 2553161391 2589713451 2648096685 2811056481 3017372553 3165205329 3236562615 3435735699 3652159995 3687899787 4033254951 4060414917 4255268985 4316189085 4685094135 4766574033 4962729343 5028954255 5275342215 5499893115 5726226165 5825812707 6146499645 6192793035 6722091585 6767358195 7215456105 7944290055 8433169443 9495615987 9709687845 10307207097 10956479985 11063699361 12099764853 12181244751 12765806955 12948567255 14055282405 14299722099 14888188029 15086862765 15826026645 17178678495 17477438121 18439498935 20166274755 20302074585 23832870165 24813646715 25299508329 28486847961 29129063535 30921621291 33191098083 36543734253 42165847215 44664564087 47478079935 51536035485 52432314363 55318496805 60498824265 60906223755 71498610495 74440940145 87387190605 92764863873 109631202759 126497541645 133993692261 142434239805 154608106455 157296943089 165955490415 182718671265 223322820435 262161571815 278294591619 328893608277 401981076783 463824319365 548156013795 669968461305 786484715445 1205943230349 1391472958095 1644468041385 2009905383915 3617829691047 6029716151745 18089148455235
• Sum of all divisors σ(n): 40584229797888
• Sum of proper divisors (its aliquot sum) s(n): 22495081342653
• 18089148455235 is an abundant number, because the sum of its proper divisors (22495081342653) is greater than itself. Its abundance is 4405932887418

Bases of 18089148455235

• Binary: 100000111001110110101010001001001100101000011₂
• Hexadecimal: 0x1073B5449943
• Base-36: 6EU1FXX6R

Squares and roots of 18089148455235

• 18089148455235 squared (18089148455235²) is 327217291835530786798905225
• 18089148455235 cubed (18089148455235³) is 5919082169132871909709700581397920102875
• The square root of 18089148455235 is 4253133.9568881439
• The cube root of 18089148455235 is 26250.6084600837

Scales and comparisons

• 18,089,148,455,235 seconds is equal to 575,178 years, 50 weeks, 2 days, 3 hours, 47 minutes, 15 seconds.
• To count from 1 to 18,089,148,455,235 would take you about one million, four hundred thirty-seven thousand, nine hundred forty-seven 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 18089148455235 cubic inches would be around 2187.6 feet tall.

Recreational maths with 18089148455235

• 18089148455235 backwards is 53255484198081
• The number of decimal digits it has is: 14
• The sum of 18089148455235's digits is 63
• More coming soon!