132378597780

Names of 132378597780

• Cardinal: 132378597780 can be written as One hundred thirty-two billion, three hundred seventy-eight million, five hundred ninety-seven thousand, seven hundred eighty.

Scientific notation

• Scientific notation: 1.3237859778 × 10¹¹

Factors of 132378597780

• Number of distinct prime factors ω(n): 9
• Total number of prime factors Ω(n): 10
• Sum of prime factors: 1398

Divisors of 132378597780

• Number of divisors d(n): 768
• Complete list of divisors:
  1 2 3 4 5 6 10 11 12 13 15 17 19 20 22 26 30 33 34 37 38 39 44 51 52 55 57 60 65 66 68 74 76 78 85 95 102 110 111 114 130 132 143 148 156 165 170 185 187 190 195 204 209 220 221 222 228 247 255 260 285 286 323 330 340 370 374 380 390 407 418 429 442 444 481 494 510 555 561 570 572 627 629 646 660 663 703 715 740 741 748 780 814 836 858 884 935 962 969 988 1020 1045 1105 1110 1122 1140 1221 1235 1254 1258 1291 1292 1326 1406 1430 1443 1482 1615 1628 1716 1870 1887 1924 1938 2035 2090 2109 2145 2210 2220 2244 2405 2431 2442 2470 2508 2516 2582 2652 2717 2805 2812 2860 2886 2964 3135 3145 3230 3315 3515 3553 3705 3740 3774 3873 3876 4070 4180 4199 4218 4290 4420 4810 4845 4862 4884 4940 5164 5291 5434 5610 5772 6105 6270 6290 6455 6460 6630 6919 7030 7106 7215 7293 7410 7548 7733 7746 8140 8151 8177 8398 8436 8580 9139 9435 9620 9690 9724 10545 10582 10659 10868 11220 11951 12155 12210 12540 12580 12597 12910 13260 13585 13838 14060 14201 14212 14430 14586 14820 15466 15492 15873 16302 16354 16783 16796 17765 18278 18870 19365 19380 20757 20995 21090 21164 21318 21947 23199 23902 24310 24420 24529 24531 25194 25820 26455 27170 27417 27676 28402 28860 29172 30932 31746 32604 32708 33566 34595 35530 35853 36465 36556 37740 38665 38730 40755 40885 41514 41990 42180 42603 42636 43894 45695 46189 46398 47767 47804 48620 49058 49062 50349 50388 52910 53295 54340 54834 56804 59755 62985 63492 65841 67132 69190 71005 71060 71706 72930 73587 77330 77460 79365 81510 81770 83028 83915 83980 85206 87788 89947 91390 92378 92796 95534 98116 98124 100529 100698 103785 105820 106590 109668 109735 115995 119510 122645 122655 125970 131461 131682 137085 138380 138567 142010 143301 143412 145860 147174 154660 155363 158730 163020 163540 167830 170412 179265 179894 182780 184613 184756 191068 201058 201396 207570 213015 213180 219470 230945 231990 238835 239020 241417 245290 245310 251745 251940 262922 263364 269819 269841 274170 277134 284020 285311 286602 294348 301587 310726 317460 318877 329205 335660 358530 359788 367935 369226 394383 402116 415140 416993 426030 438940 449735 461890 463980 466089 477670 482834 490580 490620 502645 503490 525437 525844 539638 539682 548340 553839 554268 570622 573204 603174 620971 621452 637754 657305 658410 692835 716505 717060 724251 735870 738452 776815 788766 809457 812039 833986 852060 855933 899470 907573 923065 923780 932178 955340 956631 965668 1005290 1006980 1050874 1079276 1079364 1107678 1141244 1206348 1207085 1241942 1250979 1275508 1314610 1316820 1349095 1349205 1385670 1426555 1433010 1448502 1471740 1507935 1553630 1576311 1577532 1594385 1618914 1624078 1667972 1708993 1711866 1798940 1815146 1846130 1862913 1864356 1913262 1971915 2010580 2084965 2101748 2215356 2330445 2414170 2436117 2483884 2501958 2627185 2629220 2698190 2698410 2722719 2769195 2771340 2853110 2866020 2897004 3015870 3104855 3107260 3138421 3152622 3188770 3237828 3248156 3417986 3423732 3507647 3621255 3630292 3692260 3725826 3826524 3943830 4047285 4060195 4169930 4279665 4537865 4586923 4660890 4783155 4828340 4872234 5003916 5126979 5254370 5396380 5396820 5420909 5445438 5538390 5706220 6031740 6209710 6254895 6276842 6305244 6377540 6830681 6835972 7015294 7242510 7451652 7881555 7887660 8094570 8120390 8339860 8544965 8559330 8932429 9075730 9173846 9314565 9321780 9415263 9566310 9744468 9983303 10253958 10508740 10522941 10556507 10841818 10890876 11076780 11798449 12180585 12419420 12509790 12553684 13613595 13661362 13760769 14030588 14485020 15428741 15692105 15763110 16189140 16240780 16262727 17089930 17118660 17538235 17864858 18151460 18347692 18629130 18830526 19132620 19966606 20492043 20507916 21045882 21113014 21683636 22934615 23596898 24361170 25019580 25634895 26797287 27104545 27227190 27322724 27521538 29949909 30857482 31384210 31526220 31669521 32525454 34153405 34179860 35076470 35395347 35729716 37258260 37661052 39933212 40984086 42091764 42226028 44662145 45869230 46286223 47076315 47193796 48722340 49916515 51269790 52614705 52782535 53594574 54209090 54454380 55043076 58992245 59629999 59899818 61714964 62768420 63339042 65050908 68306810 68803845 70152940 70790694 77143705 81313635 81968172 89324290 91738460 92572446 94152630 99833030 102460215 102539580 105229410 105565070 107189148 108418180 116121577 117984490 119259998 119799636 126678084 129782939 133986435 136613620 137607690 141581388 149749545 154287410 158347605 162627270 169716151 176976735 178648580 178889997 185144892 188305260 199666060 200573633 204920430 210458820 211130140 231431115 232243154 235968980 238519996 259565878 267972870 275215380 298149995 299499090 308574820 316695210 325254540 339432302 348364731 353953470 357779994 389348817 401147266 409840860 462862230 464486308 509148453 519131756 535945740 580607885 596299990 598998180 601720899 633390420 648914695 678864604 696729462 707906940 715559988 778697634 802294532 848580755 894449985 925724460 1002868165 1018296906 1161215770 1192599980 1203441798 1297829390 1393458924 1557395268 1697161510 1741823655 1788899970 1946744085 2005736330 2036593812 2206309963 2322431540 2406883596 2545742265 2595658780 3008604495 3394323020 3483647310 3577799940 3893488170 4011472660 4412619926 5091484530 6017208990 6618929889 6967294620 7786976340 8825239852 10182969060 11031549815 12034417980 13237859778 22063099630 26475719556 33094649445 44126199260 66189298890 132378597780
• Sum of all divisors σ(n): 498846781440
• Sum of proper divisors (its aliquot sum) s(n): 366468183660
• 132378597780 is an abundant number, because the sum of its proper divisors (366468183660) is greater than itself. Its abundance is 234089585880

Bases of 132378597780

• Binary: 1111011010010011000010001100110010100₂
• Hexadecimal: 0x1ED2611994
• Base-36: 1OTASRRO

Squares and roots of 132378597780

• 132378597780 squared (132378597780²) is 17524093150199020928400
• 132378597780 cubed (132378597780³) is 2319814878589449318430465778952000
• The square root of 132378597780 is 363838.6974745815
• The cube root of 132378597780 is 5096.5066141913

Scales and comparisons

• 132,378,597,780 seconds is equal to 4,209 years, 11 weeks, 6 days, 16 hours, 43 minutes.
• To count from 1 to 132,378,597,780 would take you about eight thousand, four hundred eighteen 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 132378597780 cubic inches would be around 424.7 feet tall.

Recreational maths with 132378597780

• 132378597780 backwards is 087795873231
• 132378597780 is a Harshad number.
• The number of decimal digits it has is: 12
• The sum of 132378597780's digits is 60
• More coming soon!