1020913008390

Names of 1020913008390

• Cardinal: 1020913008390 can be written as One trillion, twenty billion, nine hundred thirteen million, eight thousand, three hundred ninety.

Scientific notation

• Scientific notation: 1.02091300839 × 10¹²

Factors of 1020913008390

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 136

Divisors of 1020913008390

• Number of divisors d(n): 648
• Complete list of divisors:
  1 2 3 5 6 9 10 11 15 18 22 30 31 33 37 45 47 55 62 66 74 90 93 94 99 110 111 121 141 155 165 185 186 198 222 235 242 279 282 310 330 333 341 363 370 407 423 465 470 495 517 555 558 605 666 682 705 726 814 846 930 990 1023 1034 1089 1110 1147 1210 1221 1369 1395 1410 1457 1551 1665 1705 1739 1815 2035 2046 2115 2178 2209 2294 2442 2585 2738 2790 2914 3069 3102 3330 3410 3441 3478 3630 3663 3751 4070 4107 4230 4371 4418 4477 4653 5115 5170 5217 5445 5687 5735 6105 6138 6627 6845 6882 7285 7326 7502 7755 8214 8695 8742 8954 9306 10230 10323 10434 10890 11045 11253 11374 11470 12210 12321 12617 13113 13254 13431 13690 14570 15059 15345 15510 15651 16027 17061 17205 17390 18315 18755 19129 19881 20535 20646 21855 22090 22385 22506 23265 24299 24642 25234 26085 26226 26862 28435 30118 30690 31302 32054 33135 33759 34122 34410 36630 37510 37851 38258 39762 40293 41070 42439 43710 44770 45177 46530 48081 48598 51183 51615 52170 53909 56265 56870 57387 61605 63085 64343 65565 66270 67155 67518 68479 72897 75295 75702 78255 80135 80586 81733 84878 85305 90354 95645 96162 99405 102366 103230 107818 112530 113553 114774 121495 123210 126170 127317 128686 131130 134310 135531 136958 138787 144243 145794 150590 156510 160270 161727 163466 165649 168795 170610 172161 176297 189255 191290 193029 198810 201465 205437 210419 212195 218691 225885 227106 240405 242990 245199 254634 255915 267289 269545 271062 277574 286935 288486 321715 323454 331298 337590 342395 344322 352594 364485 378510 381951 386058 402930 408665 410874 416361 420838 424390 437382 451770 466829 480810 485181 490398 496947 511830 528891 534578 539090 567765 573870 579087 592999 616311 631257 636585 643430 677655 684790 693935 707773 721215 728970 735597 753269 763902 801867 808635 817330 828245 832722 860805 881485 899063 933658 965145 970362 993894 1027185 1052095 1057782 1093455 1135530 1158174 1185998 1225995 1232622 1249083 1262514 1273170 1336445 1355310 1387870 1400487 1415546 1442430 1471194 1490841 1506538 1586673 1603734 1617270 1656490 1721610 1762970 1778997 1798126 1893771 1909755 1930290 1994633 2054370 2081805 2104190 2123319 2186910 2259807 2334145 2405601 2425905 2451990 2484735 2498166 2533723 2644455 2672890 2697189 2800974 2895435 2964995 2981682 3024121 3081555 3156285 3173346 3538865 3557994 3677985 3766345 3787542 3819510 3989266 4009335 4163610 4201461 4246638 4495315 4519614 4668290 4811202 4851810 4969470 5067446 5135119 5288910 5336991 5394378 5790870 5929990 5983899 6048242 6163110 6245415 6312570 6369957 6522989 6779421 7002435 7077730 7355970 7454205 7532690 7601169 7785503 7933365 8018670 8091567 8285959 8402922 8894985 8990630 9072363 9468855 9889693 9973165 10270238 10616595 10673982 11299035 11967798 12028005 12490830 12668615 12739914 13045978 13485945 13558842 14004870 14908410 15120605 15202338 15405357 15571006 15866730 16183134 16571918 17789970 17951697 18144726 18937710 19568967 19779386 19946330 21007305 21233190 21940963 22598070 22803507 23356509 24056010 24857877 25337230 25675595 26684955 26971890 27217089 27870953 29669079 29919495 30241210 30810714 31849785 32614945 33265331 33897105 35903394 38005845 38927515 39137934 40457835 41429795 42014610 43881926 45361815 45607014 46216071 46713018 49448465 49715754 51351190 53369910 54434178 55741906 58706901 59338158 59838990 63699570 65229890 65822889 66530662 67794210 70069527 74573631 76011690 77026785 77855030 80915670 82859590 83612859 89007237 89758485 90723630 92432142 93747751 97844835 98896930 99795993 109704815 114017535 116782545 117413802 124289385 131645778 136085445 139354765 140139054 148345395 149147262 154053570 166326655 167225718 178014474 179516970 187495502 195689670 197468667 199591986 219409630 228035070 231080355 233565090 241350593 248578770 250838577 272170890 278709530 281243253 293534505 296690790 299387979 306580483 329114445 332653310 350347635 365918641 372868155 394937334 418064295 445036185 462160710 468738755 482701186 498979965 501677154 562486506 587069010 598775958 613160966 658228890 700695270 724051779 731837282 745736310 836128590 843729759 890072370 919741449 937477510 987343335 997959930 1031225261 1097755923 1206752965 1254192885 1406216265 1448103558 1496939895 1532902415 1687459518 1829593205 1839482898 1974686670 2062450522 2172155337 2195511846 2413505930 2508385770 2759224347 2812432530 2993879790 3065804830 3093675783 3293267769 3620258895 3659186410 4218648795 4344310674 4598707245 5156126305 5488779615 5518448694 6187351566 6586535538 7240517790 8437297590 9197414490 9281027349 10312252610 10860776685 10977559230 11343477871 13796121735 15468378915 16466338845 18562054698 21721553370 22686955742 27592243470 30936757830 32932677690 34030433613 46405136745 56717389355 68060867226 92810273490 102091300839 113434778710 170152168065 204182601678 340304336130 510456504195 1020913008390
• Sum of all divisors σ(n): 3162591746496
• Sum of proper divisors (its aliquot sum) s(n): 2141678738106
• 1020913008390 is an abundant number, because the sum of its proper divisors (2141678738106) is greater than itself. Its abundance is 1120765729716

Bases of 1020913008390

• Binary: 1110110110110011001010000011111100000110₂
• Hexadecimal: 0xEDB3283F06
• Base-36: D1018UTI

Squares and roots of 1020913008390

• 1020913008390 squared (1020913008390²) is 1042263370699920210392100
• 1020913008390 cubed (1020913008390³) is 1064060233315957321924360552489719000
• The square root of 1020913008390 is 1010402.3992400255
• The cube root of 1020913008390 is 10069.2296475567

Scales and comparisons

• 1,020,913,008,390 seconds is equal to 32,461 years, 45 weeks, 3 days, 18 hours, 46 minutes, 30 seconds.
• To count from 1 to 1,020,913,008,390 would take you about eighty-one thousand, one hundred fifty-four 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 1020913008390 cubic inches would be around 839.1 feet tall.

Recreational maths with 1020913008390

• 1020913008390 backwards is 0938003190201
• The number of decimal digits it has is: 13
• The sum of 1020913008390's digits is 36
• More coming soon!