135735352480

Names of 135735352480

• Cardinal: 135735352480 can be written as One hundred thirty-five billion, seven hundred thirty-five million, three hundred fifty-two thousand, four hundred eighty.

Scientific notation

• Scientific notation: 1.3573535248 × 10¹¹

Factors of 135735352480

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 321

Divisors of 135735352480

• Number of divisors d(n): 768
• Complete list of divisors:
  1 2 4 5 7 8 10 13 14 16 19 20 26 28 32 35 37 38 40 52 56 65 70 74 76 80 89 91 95 104 112 130 133 140 148 149 152 160 178 182 185 190 208 224 247 259 260 266 280 296 298 304 356 364 370 380 416 445 455 481 494 518 520 532 560 592 596 608 623 665 703 712 728 740 745 760 890 910 962 988 1036 1040 1043 1064 1120 1157 1184 1192 1235 1246 1295 1330 1406 1424 1456 1480 1490 1520 1691 1729 1780 1820 1924 1937 1976 2072 2080 2086 2128 2314 2384 2405 2470 2492 2590 2660 2812 2831 2848 2912 2960 2980 3040 3115 3293 3367 3382 3458 3515 3560 3640 3848 3874 3952 4144 4172 4256 4628 4768 4810 4921 4940 4984 5180 5215 5320 5513 5624 5662 5785 5920 5960 6230 6586 6734 6764 6916 7030 7120 7280 7696 7748 7904 8099 8288 8344 8455 8645 9139 9256 9620 9685 9842 9880 9968 10360 10430 10640 11026 11248 11324 11570 11837 11920 12460 13172 13261 13468 13528 13559 13832 14060 14155 14240 14560 15392 15496 16198 16465 16688 16835 16910 17290 18278 18512 19240 19370 19684 19760 19817 19936 20720 20860 21280 21983 22052 22496 22648 23051 23140 23674 23840 24605 24920 26344 26522 26936 27056 27118 27565 27664 28120 28310 30992 32396 32930 33376 33670 33820 34580 36556 36803 37024 38480 38591 38740 39368 39520 39634 40495 41440 41720 42809 43966 44104 45296 45695 46102 46280 47348 49210 49840 52688 53044 53872 54112 54236 55130 55328 56240 56620 59185 61984 62567 63973 64792 65860 66305 67340 67640 67795 69160 71669 73112 73606 76960 77182 77480 78736 79268 80990 83440 85618 87932 88208 90592 91390 92204 92560 92827 94696 98420 99085 99680 104747 105376 106088 107744 108472 109915 110260 112480 113240 115255 118370 125134 127946 129584 131720 132610 134680 135280 135590 138320 143338 146224 147212 153881 154364 154960 157472 158536 161980 166880 171236 172393 175864 176416 182780 184015 184408 185120 185654 189392 192955 196840 198170 209494 212176 214045 216944 219830 220520 226480 230510 236740 250268 251959 255892 257621 259168 263440 265220 269360 270560 271180 276640 286676 292448 294424 299663 307762 308728 309920 312835 317072 319865 323960 342472 344786 351728 358345 365560 368030 368816 371308 378784 385910 393680 396340 418988 424352 428090 433888 437969 439660 441040 452960 461020 464135 473480 490657 500536 501683 503918 511784 515242 523735 526880 530440 538720 542360 573352 588848 599326 615524 617456 625670 634144 639730 647920 684944 689572 703456 716690 731120 733229 736060 737632 742616 769405 771820 787360 792680 813371 837976 856180 861965 875938 879320 882080 922040 928270 946960 981314 1001072 1003366 1007836 1023568 1030484 1047470 1060880 1084720 1146704 1177696 1198652 1206751 1231048 1234912 1251340 1259795 1279460 1288105 1295840 1361711 1369888 1379144 1433380 1462240 1466458 1472120 1485232 1498315 1538810 1543640 1585360 1626742 1675952 1712360 1723930 1751876 1758640 1763713 1844080 1856540 1893920 1962628 2002144 2006732 2015672 2047136 2060968 2094940 2121760 2169440 2189845 2293408 2397304 2413502 2453285 2462096 2502680 2508415 2519590 2558920 2576210 2723422 2758288 2866760 2932916 2944240 2970464 2996630 3077620 3087280 3170720 3253484 3275467 3351904 3424720 3434599 3447860 3503752 3517280 3527426 3666145 3688160 3713080 3925256 4013464 4031344 4066855 4121936 4189880 4379690 4794608 4827004 4906570 4924192 5005360 5016830 5039180 5117840 5152420 5446844 5516576 5693597 5733520 5865832 5888480 5993260 6033755 6155240 6174560 6378541 6506968 6550934 6808555 6849440 6869198 6895720 7007504 7054852 7332290 7426160 7850512 8026928 8062688 8133710 8243872 8379760 8759380 8818565 9322483 9531977 9589216 9654008 9813140 10010720 10033660 10078360 10235680 10304840 10893688 11387194 11467040 11731664 11986520 12067510 12310480 12757082 13013936 13101868 13617110 13738396 13791440 14015008 14109704 14664580 14852320 15701024 16053856 16267420 16377335 16759520 17172995 17518760 17637130 18644966 19063954 19308016 19626280 20067320 20156720 20609680 21787376 22774388 22928269 23463328 23973040 24135020 24620960 25514164 26027872 26203736 27234220 27476792 27582880 28219408 28467985 29329160 31892705 32534840 32754670 34345990 35037520 35274260 37289932 38127908 38616032 39252560 40134640 40313440 41219360 43574752 44649787 45548776 45856538 46612415 47659885 47946080 48270040 51028328 52407472 54468440 54953584 56438816 56935970 58658320 63785410 65069680 65257381 65509340 68691980 70075040 70548520 74579864 76255816 78505120 80269280 89299574 91097552 91713076 93224830 95319770 96540080 102056656 104814944 108936880 109907168 113871940 114641345 117316640 121192279 127570820 130139360 130514762 131018680 137383960 141097040 149159728 152511632 178599148 182195104 183426152 186449660 190639540 193080160 204113312 217873760 223248935 227743880 229282690 242384558 255141640 261029524 262037360 274767920 282194080 298319456 305023264 326286905 357198296 366852304 372899320 381279080 446497870 455487760 458565380 484769116 510283280 522059048 524074720 549535840 605961395 652573810 714396592 733704608 745798640 762558160 848345953 892995740 910975520 917130760 969538232 1020566560 1044118096 1211922790 1305147620 1428793184 1491597280 1525116320 1696691906 1785991480 1834261520 1939076464 2088236192 2423845580 2610295240 3393383812 3571982960 3668523040 3878152928 4241729765 4847691160 5220590480 6786767624 7143965920 8483459530 9695382320 10441180960 13573535248 16966919060 19390764640 27147070496 33933838120 67867676240 135735352480
• Sum of all divisors σ(n): 434367360000
• Sum of proper divisors (its aliquot sum) s(n): 298632007520
• 135735352480 is an abundant number, because the sum of its proper divisors (298632007520) is greater than itself. Its abundance is 162896655040

Bases of 135735352480

• Binary: 1111110011010011101010001110010100000₂
• Hexadecimal: 0x1F9A751CA0
• Base-36: 1QCTBO9S

Squares and roots of 135735352480

• 135735352480 squared (135735352480²) is 18424085912869842150400
• 135735352480 cubed (135735352480³) is 2500799795505190592646505172992000
• The square root of 135735352480 is 368422.7903916913
• The cube root of 135735352480 is 5139.2253128523

Scales and comparisons

• 135,735,352,480 seconds is equal to 4,315 years, 50 weeks, 1 day, 34 minutes, 40 seconds.
• To count from 1 to 135,735,352,480 would take you about eight thousand, six hundred thirty-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 135735352480 cubic inches would be around 428.3 feet tall.

Recreational maths with 135735352480

• 135735352480 backwards is 084253537531
• The number of decimal digits it has is: 12
• The sum of 135735352480's digits is 46
• More coming soon!