12024214304256000000

Names of 12024214304256000000

• Cardinal: 12024214304256000000 can be written as Twelve quintillion, twenty-four quadrillion, two hundred fourteen trillion, three hundred four billion, two hundred fifty-six million.

Scientific notation

• Scientific notation: 1.2024214304256 × 10¹⁹

Factors of 12024214304256000000

• Number of distinct prime factors ω(n): 7
• Total number of prime factors Ω(n): 33
• Sum of prime factors: 92

Divisors of 12024214304256000000

• Number of divisors d(n): 26880
• Complete list of divisors:
  1 2 3 4 5 6 7 8 9 10 11 12 14 15 16 18 20 21 22 23 24 25 27 28 30 32 33 35 36 40 41 42 44 45 46 48 50 54 55 56 60 63 64 66 69 70 72 75 77 80 81 82 84 88 90 92 96 99 100 105 108 110 112 115 120 121 123 125 126 128 132 135 138 140 144 150 154 160 161 162 164 165 168 175 176 180 184 189 192 198 200 205 207 210 216 220 224 225 230 231 240 242 243 246 250 252 253 256 264 270 275 276 280 287 288 297 300 308 315 320 322 324 328 330 336 345 350 352 360 363 368 369 375 378 384 385 396 400 405 410 414 420 432 440 448 450 451 460 462 480 483 484 486 492 495 500 504 506 512 525 528 540 550 552 560 567 574 575 576 594 600 605 615 616 621 625 630 640 644 648 656 660 672 675 690 693 700 704 720 726 736 738 750 756 759 768 770 792 800 805 810 820 825 828 840 847 861 864 875 880 891 896 900 902 920 924 943 945 960 966 968 972 984 990 1000 1008 1012 1024 1025 1035 1050 1056 1080 1089 1100 1104 1107 1120 1125 1134 1148 1150 1152 1155 1188 1200 1210 1215 1230 1232 1242 1250 1260 1265 1280 1288 1296 1312 1320 1331 1344 1350 1353 1375 1380 1386 1400 1408 1435 1440 1449 1452 1472 1476 1485 1500 1512 1518 1536 1540 1575 1584 1600 1610 1620 1640 1650 1656 1680 1694 1701 1722 1725 1728 1750 1760 1771 1782 1792 1800 1804 1815 1840 1845 1848 1863 1875 1886 1890 1920 1925 1932 1936 1944 1968 1980 2000 2016 2024 2025 2048 2050 2070 2079 2100 2112 2160 2178 2200 2208 2214 2240 2250 2255 2268 2277 2296 2300 2304 2310 2376 2400 2415 2420 2430 2460 2464 2475 2484 2500 2520 2530 2541 2560 2576 2583 2592 2624 2625 2640 2662 2673 2688 2700 2706 2750 2760 2772 2783 2800 2816 2829 2835 2870 2875 2880 2898 2904 2944 2952 2970 3000 3024 3025 3036 3072 3075 3080 3105 3125 3150 3157 3168 3200 3220 3240 3267 3280 3300 3312 3321 3360 3375 3388 3402 3444 3450 3456 3465 3500 3520 3542 3564 3584 3600 3608 3630 3680 3690 3696 3726 3750 3772 3780 3795 3840 3850 3864 3872 3888 3936 3960 3993 4000 4025 4032 4048 4050 4059 4096 4100 4125 4140 4158 4200 4224 4235 4305 4320 4347 4356 4375 4400 4416 4428 4455 4480 4500 4510 4536 4554 4592 4600 4608 4620 4715 4725 4752 4800 4830 4840 4860 4920 4928 4950 4961 4968 5000 5040 5060 5082 5120 5125 5152 5166 5175 5184 5248 5250 5280 5313 5324 5346 5376 5400 5412 5445 5500 5520 5535 5544 5566 5589 5600 5625 5632 5658 5670 5740 5750 5760 5775 5796 5808 5888 5904 5940 6000 6048 6050 6072 6075 6144 6150 6160 6210 6237 6250 6300 6314 6325 6336 6400 6440 6480 6534 6560 6600 6601 6624 6642 6655 6720 6750 6765 6776 6804 6831 6875 6888 6900 6912 6930 7000 7040 7084 7128 7168 7175 7200 7216 7245 7260 7360 7380 7392 7425 7452 7500 7544 7560 7590 7623 7680 7700 7728 7744 7749 7776 7872 7875 7920 7986 8000 8050 8064 8096 8100 8118 8192 8200 8250 8280 8316 8349 8400 8448 8470 8487 8505 8610 8625 8640 8694 8712 8750 8800 8832 8855 8856 8910 8960 9000 9020 9072 9075 9108 9184 9200 9216 9225 9240 9315 9317 9375 9430 9450 9471 9504 9600 9625 9660 9680 9720 9801 9840 9856 9900 9922 9936 9963 10000 10080 10120 10125 10164 10240 10250 10304 10332 10350 10368 10373 10395 10496 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70000 70400 70656 70725 70840 70848 70875 71280 71680 71750 71874 71875 72000 72160 72450 72576 72600 72611 72864 73062 73205 73472 73600 73728 73800 73920 74250 74415 74520 74536 74844 75000 75141 75440 75600 75625 75768 75900 76032 76230 76383 76800 76875 77000 77280 77440 77490 77625 77760 77924 78246 78408 78720 78750 78848 78925 79200 79212 79376 79488 79695 79704 79860 80000 80500 80640 80960 81000 81180 81312 81675 81920 81972 82000 82432 82500 82656 82800 82944 82984 83025 83160 83490 83853 83968 84000 84375 84480 84700 84870 85008 85050 85184 85239 85536 86016 86100 86250 86400 86592 86625 86940 87120 87500 87846 88000 88320 88550 88560 88704 89056 89100 89298 89424 89600 90000 90112 90200 90528 90720 90750 91080 91476 91839 91840 92000 92160 92250 92400 92736 92928 92988 93150 93170 93357 93555 93750 94208 94300 94464 94500 94710 94875 95040 95634 95832 96000 96250 96600 96768 96800 97152 97200 97405 97416 98010 98304 98400 98560 99000 99015 99220 99360 99630 99792 99825 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172500 172800 173184 173250 173635 173880 174240 175000 175329 175692 176000 176640 177100 177120 177408 178112 178200 178227 178596 178848 179200 179375 179685 180000 180224 180400 181056 181125 181440 181500 182160 182655 182952 183678 183680 184000 184320 184500 184800 185472 185625 185856 185976 186300 186340 186714 187110 187500 188416 188600 188928 189000 189420 189750 190080 190575 191268 191664 192000 192500 193200 193536 193600 193725 194304 194400 194810 194832 195615 196020 196800 196875 197120 198000 198030 198440 198720 199260 199584 199650 200000 200376 201250 201600 202048 202400 202500 202752 202950 203280 203688 204800 204930 204974 205000 205821 206080 206250 206640 207000 207360 207460 207900 208362 208656 208725 209088 209920 210000 211200 211232 211750 211968 212175 212520 212544 212625 212960 213840 214291 215040 215250 215622 215625 216000 216480 216832 217350 217728 217800 217833 218284 218592 218750 219186 219615 220000 220416 220800 221184 221375 221400 221760 222640 222750 223245 223560 223608 224000 225000 225280 225423 225500 226320 226688 226800 226875 227304 227700 228096 228206 228690 229149 229376 229600 230000 230400 230625 230912 231000 231840 232320 232470 232875 232925 233772 234256 235224 235520 235750 236160 236250 236544 236775 237600 237636 238128 238464 239085 239580 240000 240625 241408 241500 241920 242000 242880 243000 243540 243936 244904 245025 245760 245916 246000 246400 247296 247500 247808 247968 248050 248400 248832 248952 249075 249480 250000 250470 251559 251904 252000 252560 253000 253125 253440 254100 254610 255024 255552 255717 256000 256250 257600 258048 258300 258750 259072 259200 259325 259776 259875 260820 261360 262400 262500 263538 264000 264040 264960 265650 265680 266112 266200 267168 267300 267894 268800 270000 270336 270600 271040 271584 272160 272250 272855 273240 274428 275000 275517 275520 276000 276480 276750 277200 277816 278208 278300 278784 278964 279450 279510 280000 280071 281250 281600 281875 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• Sum of all divisors σ(n): 60507668054685196800
• Sum of proper divisors (its aliquot sum) s(n): 48483453750429196800
• 12024214304256000000 is an abundant number, because the sum of its proper divisors (48483453750429196800) is greater than itself. Its abundance is 36459239446173196800