135395866237920

Names of 135395866237920

• Cardinal: 135395866237920 can be written as One hundred thirty-five trillion, three hundred ninety-five billion, eight hundred sixty-six million, two hundred thirty-seven thousand, nine hundred twenty.

Scientific notation

• Scientific notation: 1.3539586623792 × 10¹⁴

Factors of 135395866237920

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 4411

Divisors of 135395866237920

• 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 71 74 80 93 96 111 120 124 142 148 155 160 185 186 213 222 240 248 284 296 310 355 370 372 426 444 465 480 496 555 568 592 620 710 740 744 852 888 930 992 1065 1093 1110 1136 1147 1184 1240 1420 1480 1488 1704 1776 1860 2130 2186 2201 2220 2272 2294 2480 2627 2840 2960 2976 3169 3279 3408 3441 3552 3720 4260 4372 4402 4440 4588 4960 5254 5465 5680 5735 5920 6338 6558 6603 6816 6882 7440 7881 8520 8744 8804 8880 9176 9507 10508 10930 11005 11360 11470 12676 13116 13135 13206 13764 14880 15762 15845 16395 17040 17205 17488 17608 17760 18352 19014 21016 21860 22010 22940 25352 26232 26270 26412 27528 31524 31690 32790 33015 33883 34080 34410 34976 35216 36704 38028 39405 40441 42032 43720 44020 45880 47535 50704 52464 52540 52824 55056 63048 63380 65580 66030 67766 68820 70432 76056 77603 78810 80882 81437 84064 87440 88040 91760 95070 98239 101408 101649 104928 105080 105648 110112 117253 121323 126096 126760 131160 132060 135532 137640 152112 155206 157620 161764 162874 169415 174880 176080 183520 190140 196478 202205 203298 210160 211296 224999 232809 234506 242646 244311 252192 253520 262320 264120 271064 275280 294717 304224 310412 315240 323528 325748 338830 351759 352160 380280 388015 392956 404410 406596 407185 420320 449998 465618 469012 485292 488622 491195 507040 508245 524640 528240 542128 550560 586265 589434 606615 620824 630480 647056 651496 674997 677660 703518 760560 776030 785912 808820 813192 814370 899996 931236 938024 970584 977244 982390 1016490 1056480 1084256 1124995 1164045 1172530 1178868 1213230 1221555 1241648 1253671 1260960 1294112 1302992 1349994 1355320 1407036 1473585 1521120 1552060 1571824 1617640 1626384 1628740 1758795 1799992 1862472 1876048 1941168 1954488 1964780 2032980 2249990 2328090 2345060 2357736 2405693 2426460 2443110 2483296 2507342 2605984 2699988 2710640 2814072 2871311 2947170 3104120 3143648 3235280 3252768 3257480 3374985 3463717 3517590 3599984 3634843 3724944 3752096 3761013 3882336 3908976 3929560 4065960 4499980 4656180 4690120 4715472 4811386 4852920 4886220 5014684 5399976 5421280 5628144 5742622 5894340 6208240 6268355 6470560 6514960 6749970 6927434 6974969 7035180 7199968 7217079 7269686 7449888 7522026 7817952 7859120 8131920 8324963 8613933 8999960 9312360 9380240 9430944 9622772 9705840 9772440 10029368 10391151 10799952 10904529 11256288 11485244 11788680 12028465 12416480 12536710 13029920 13499940 13854868 13949938 14070360 14356555 14434158 14539372 15044052 15718240 16263840 16649926 17227866 17318585 17999920 18174215 18624720 18760480 18805065 19245544 19411680 19544880 20058736 20782302 20924907 21599904 21809058 22970488 23577360 24056930 24974889 25073420 26999880 27709736 27899876 28140720 28713110 28868316 29078744 30088104 33299852 34455732 34637170 34874845 35999840 36085395 36348430 37249440 37610130 38491088 39089760 40117472 41564604 41624815 41849814 43069665 43618116 45940976 47154720 48113860 49949778 50146840 51955755 53999760 54522645 55419472 55799752 56281440 57426220 57736632 58157488 60176208 66599704 68911464 69274340 69749690 72170790 72696860 75220260 76982176 83129208 83249630 83699628 86139330 87236232 89010641 91881952 96227720 99899556 100293680 103911510 104624535 107375227 107999520 109045290 110838944 111599504 114852440 115473264 116314976 120352416 124874445 128157529 133199408 137822928 138548680 139499380 144341580 145393720 150440520 166258416 166499260 167399256 172278660 174472464 178021282 192455440 199799112 200587360 207823020 209249070 214750454 218090580 223199008 229704880 230946528 245923907 249748890 256315058 258073853 266398816 267031923 275645856 277097360 278998760 288683160 290787440 300881040 322125681 332516832 332998520 334798512 344557320 348944928 356042564 384472587 384910880 399598224 415646040 418498140 429500908 436181160 445053205 459409760 491847814 499497780 512630116 516147706 534063846 536876135 554194720 557997520 577366320 581574880 601762080 640787645 644251362 665997040 669597024 689114640 712085128 737771721 768945174 774221559 799196448 831292080 836996280 859001816 872362320 890106410 983695628 998995560 1025260232 1032295412 1068127692 1073752270 1115995040 1154732640 1229619535 1281575290 1288502724 1290369265 1331994080 1335159615 1378229280 1424170256 1475543442 1537890348 1548443118 1610628405 1662584160 1673992560 1718003632 1744724640 1780212820 1922362935 1967391256 1997991120 2050520464 2064590824 2136255384 2147504540 2459239070 2563150580 2577005448 2580738530 2670319230 2848340512 2951086884 3075780696 3096886236 3221256810 3347985120 3436007264 3560425640 3688858605 3844725870 3871107795 3934782512 3972883399 3995982240 4101040928 4129181648 4272510768 4295009080 4918478140 5126301160 5154010896 5161477060 5340638460 5902173768 6151561392 6193772472 6442513620 7120851280 7377717210 7623641117 7689451740 7742215590 7869565024 7945766798 8258363296 8545021536 8590018160 9099184559 9836956280 10252602320 10308021792 10322954120 10681276920 11804347536 11918650197 12303122784 12387544944 12885027240 14241702560 14755434420 15247282234 15378903480 15484431180 15891533596 17180036320 18198369118 19673912560 19864416995 20505204640 20645908240 21362553840 22870923351 23608695072 23837300394 24775089888 25770054480 27297553677 29510868840 30494564468 30757806960 30968862360 31783067192 36396738236 38118205585 39347825120 39728833990 41291816480 42725107680 45495922795 45741846702 47674600788 51540108960 54595107354 59021737680 59593250985 60989128936 61515613920 61937724720 63566134384 72793476472 76236411170 79457667980 90991845590 91483693404 95349201576 109190214708 114354616755 118043475360 119186501970 121978257872 123875449440 127132268768 136487768385 145586952944 152472822340 158915335960 181983691180 182967386808 190698403152 218380429416 228709233510 238373003940 243956515744 272975536770 282074721329 291173905888 304945644680 317830671920 363967382360 365934773616 381396806304 436760858832 457418467020 476746007880 545951073540 564149442658 609891289360 635661343840 727934764720 731869547232 846224163987 873521717664 914836934040 953492015760 1091902147080 1128298885316 1219782578720 1410373606645 1455869529440 1692448327974 1829673868080 1906984031520 2183804294160 2256597770632 2820747213290 3384896655948 3659347736160 4231120819935 4367608588320 4513195541264 5641494426580 6769793311896 8462241639870 9026391082528 11282988853160 13539586623792 16924483279740 22565977706320 27079173247584 33848966559480 45131955412640 67697933118960 135395866237920
• Sum of all divisors σ(n): 459086420459520
• Sum of proper divisors (its aliquot sum) s(n): 323690554221600
• 135395866237920 is an abundant number, because the sum of its proper divisors (323690554221600) is greater than itself. Its abundance is 188294687983680

Bases of 135395866237920

• Binary: 11110110010010001001110100000101101101111100000₂
• Hexadecimal: 0x7B244E82DBE0
• Base-36: 1BZS02XUQO

Squares and roots of 135395866237920

• 135395866237920 squared (135395866237920²) is 18332040594316724934045926400
• 135395866237920 cubed (135395866237920³) is 2482082516176226748928776285008469209088000
• The square root of 135395866237920 is 11635972.9390335039
• The cube root of 135395866237920 is 51349.3718199501

Scales and comparisons

• 135,395,866,237,920 seconds is equal to 4,305,169 years, 38 weeks, 3 days, 3 hours, 52 minutes.
• To count from 1 to 135,395,866,237,920 would take you about ten million, seven hundred sixty-two thousand, nine hundred twenty-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 135395866237920 cubic inches would be around 4279.1 feet tall.

Recreational maths with 135395866237920

• 135395866237920 backwards is 029732668593531
• The number of decimal digits it has is: 15
• The sum of 135395866237920's digits is 69
• More coming soon!