147820038912000000

Names of 147820038912000000

• Cardinal: 147820038912000000 can be written as One hundred forty-seven quadrillion, eight hundred twenty trillion, thirty-eight billion, nine hundred twelve million.

Scientific notation

• Scientific notation: 1.47820038912 × 10¹⁷

Factors of 147820038912000000

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 30
• Sum of prime factors: 80

Divisors of 147820038912000000

• Number of divisors d(n): 18900
• Complete list of divisors:
  1 2 3 4 5 6 7 8 9 10 12 13 14 15 16 18 19 20 21 24 25 26 27 28 30 31 32 35 36 38 39 40 42 45 48 49 50 52 54 56 57 60 62 63 64 65 70 72 75 76 78 80 81 84 90 91 93 95 96 98 100 104 105 108 112 114 117 120 124 125 126 128 130 133 135 140 144 147 150 152 155 156 160 162 168 171 175 180 182 186 189 190 192 195 196 200 208 210 216 217 224 225 228 234 240 245 247 248 250 252 256 260 266 270 273 279 280 285 288 294 300 304 310 312 315 320 324 325 336 342 350 351 360 361 364 372 375 378 380 384 390 392 399 400 403 405 416 420 432 434 441 448 450 455 456 465 468 475 480 490 494 496 500 504 512 513 520 525 532 540 546 558 560 567 570 576 585 588 589 600 608 620 624 625 630 637 640 648 650 651 665 672 675 684 700 702 720 722 728 735 741 744 750 756 760 768 775 780 784 798 800 806 810 819 832 837 840 855 864 868 875 882 896 900 910 912 930 931 936 945 950 960 975 980 988 992 1000 1008 1024 1026 1040 1050 1053 1064 1080 1083 1085 1092 1116 1120 1125 1134 1140 1152 1170 1176 1178 1197 1200 1209 1216 1225 1235 1240 1248 1250 1260 1274 1280 1296 1300 1302 1323 1330 1344 1350 1365 1368 1395 1400 1404 1425 1440 1444 1456 1470 1482 1488 1500 1512 1519 1520 1536 1539 1550 1560 1568 1575 1596 1600 1612 1620 1625 1638 1664 1674 1680 1710 1728 1729 1736 1750 1755 1764 1767 1792 1800 1805 1820 1824 1860 1862 1872 1875 1890 1900 1911 1920 1950 1953 1960 1976 1984 1995 2000 2015 2016 2025 2048 2052 2080 2100 2106 2128 2160 2166 2170 2184 2205 2223 2232 2240 2250 2268 2275 2280 2304 2325 2340 2352 2356 2375 2394 2400 2418 2432 2450 2457 2470 2480 2496 2500 2511 2520 2527 2548 2560 2565 2592 2600 2604 2625 2646 2660 2688 2700 2730 2736 2790 2793 2800 2808 2821 2835 2850 2880 2888 2912 2925 2940 2945 2964 2976 3000 3024 3038 3040 3072 3078 3100 3120 3125 3136 3150 3185 3192 3200 3224 3240 3249 3250 3255 3276 3325 3328 3348 3360 3375 3420 3456 3458 3472 3500 3510 3528 3534 3584 3591 3600 3610 3627 3640 3648 3675 3705 3720 3724 3744 3750 3780 3800 3822 3840 3875 3900 3906 3920 3952 3968 3969 3990 4000 4030 4032 4050 4095 4096 4104 4123 4160 4185 4200 4212 4256 4275 4320 4332 4340 4368 4375 4410 4446 4464 4480 4500 4536 4550 4557 4560 4608 4650 4655 4680 4693 4704 4712 4725 4750 4788 4800 4836 4864 4875 4900 4914 4940 4960 4992 5000 5022 5040 5054 5096 5120 5130 5184 5187 5200 5208 5250 5265 5292 5301 5320 5376 5400 5415 5425 5460 5472 5580 5586 5600 5616 5625 5642 5670 5700 5733 5760 5776 5824 5850 5859 5880 5890 5928 5952 5985 6000 6045 6048 6076 6080 6125 6144 6156 6175 6200 6240 6250 6272 6300 6370 6384 6400 6448 6480 6498 6500 6510 6552 6615 6650 6656 6669 6696 6720 6750 6825 6840 6912 6916 6944 6975 7000 7020 7056 7068 7125 7168 7182 7200 7220 7254 7280 7296 7350 7371 7410 7440 7448 7488 7500 7560 7581 7595 7600 7644 7657 7680 7695 7750 7800 7812 7840 7875 7904 7936 7938 7980 8000 8060 8064 8100 8125 8190 8192 8208 8246 8320 8370 8379 8400 8424 8463 8512 8550 8640 8645 8664 8680 8736 8750 8775 8820 8835 8892 8928 8960 9000 9025 9072 9100 9114 9120 9216 9300 9310 9360 9375 9386 9408 9424 9450 9500 9555 9576 9600 9672 9728 9747 9750 9765 9800 9828 9880 9920 9975 9984 10000 10044 10075 10080 10108 10125 10192 10240 10260 10368 10374 10400 10416 10500 10530 10584 10602 10640 10752 10773 10800 10830 10850 10881 10920 10944 11025 11115 11160 11172 11191 11200 11232 11250 11284 11340 11375 11400 11466 11520 11552 11625 11648 11700 11718 11760 11780 11856 11875 11904 11970 12000 12090 12096 12103 12152 12160 12250 12285 12288 12312 12350 12369 12400 12480 12500 12544 12555 12600 12635 12740 12768 12800 12825 12896 12960 12996 13000 13020 13104 13125 13230 13300 13312 13338 13392 13440 13500 13650 13671 13680 13824 13832 13888 13950 13965 14000 14040 14079 14105 14112 14136 14175 14250 14336 14364 14400 14440 14508 14560 14592 14625 14700 14725 14742 14820 14880 14896 14976 15000 15120 15162 15190 15200 15288 15314 15360 15390 15500 15561 15600 15624 15625 15680 15750 15808 15872 15876 15903 15925 15960 16000 16120 16128 16200 16245 16250 16275 16380 16384 16416 16492 16625 16640 16740 16758 16800 16848 16875 16926 17024 17100 17199 17280 17290 17328 17360 17472 17500 17550 17577 17640 17670 17689 17784 17856 17920 17955 18000 18050 18135 18144 18200 18228 18240 18375 18432 18525 18600 18620 18720 18750 18772 18816 18848 18900 19000 19110 19152 19200 19344 19375 19456 19494 19500 19530 19600 19656 19747 19760 19840 19845 19950 19968 20000 20007 20088 20150 20160 20216 20250 20384 20475 20480 20520 20615 20736 20748 20800 20832 20925 21000 21060 21168 21204 21280 21375 21504 21546 21600 21660 21700 21762 21840 21875 21888 22050 22230 22320 22344 22382 22400 22464 22500 22568 22680 22743 22750 22785 22800 22932 22971 23040 23104 23250 23275 23296 23400 23436 23465 23520 23560 23625 23712 23750 23808 23940 24000 24180 24192 24206 24304 24320 24375 24500 24570 24576 24624 24700 24738 24800 24960 25000 25088 25110 25137 25200 25270 25389 25480 25536 25600 25650 25792 25920 25935 25992 26000 26040 26208 26250 26325 26460 26505 26600 26624 26676 26784 26880 27000 27075 27125 27300 27342 27360 27648 27664 27776 27900 27930 28000 28080 28125 28158 28210 28224 28272 28350 28500 28665 28672 28728 28800 28861 28880 29016 29120 29184 29241 29250 29295 29400 29450 29484 29640 29760 29792 29925 29952 30000 30225 30240 30324 30380 30400 30576 30625 30628 30720 30780 30875 31000 31122 31200 31248 31250 31360 31500 31616 31744 31752 31806 31850 31920 32000 32240 32256 32400 32490 32500 32550 32643 32760 32832 32851 32984 33075 33250 33280 33345 33480 33516 33573 33600 33696 33750 33852 34048 34125 34200 34398 34560 34580 34656 34720 34875 34944 35000 35100 35154 35280 35340 35378 35568 35625 35712 35840 35910 36000 36100 36270 36288 36309 36400 36456 36480 36750 36855 36864 37050 37107 37200 37240 37440 37500 37544 37632 37696 37800 37905 37975 38000 38220 38285 38304 38400 38475 38688 38750 38912 38988 39000 39060 39200 39312 39375 39494 39520 39680 39690 39900 39936 40000 40014 40176 40300 40320 40432 40500 40625 40768 40950 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• Sum of all divisors σ(n): 753397850550324672
• Sum of proper divisors (its aliquot sum) s(n): 605577811638324672
• 147820038912000000 is an abundant number, because the sum of its proper divisors (605577811638324672) is greater than itself. Its abundance is 457757772726324672