138349480552960

Names of 138349480552960

• Cardinal: 138349480552960 can be written as One hundred thirty-eight trillion, three hundred forty-nine billion, four hundred eighty million, five hundred fifty-two thousand, nine hundred sixty.

Scientific notation

• Scientific notation: 1.3834948055296 × 10¹⁴

Factors of 138349480552960

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 16
• Sum of prime factors: 208

Divisors of 138349480552960

• Number of divisors d(n): 540
• Complete list of divisors:
  1 2 4 5 8 10 16 20 32 37 40 61 64 74 80 103 122 128 148 160 185 206 244 256 296 305 320 370 412 488 512 515 592 610 640 740 824 976 1030 1184 1220 1280 1369 1480 1648 1952 2060 2257 2368 2440 2560 2738 2960 3296 3721 3811 3904 4120 4514 4736 4880 5476 5920 6283 6592 6845 7442 7622 7808 8240 9028 9472 9760 10609 10952 11285 11840 12566 13184 13690 14884 15244 15616 16480 18056 18605 18944 19055 19520 21218 21904 22570 23680 25132 26368 27380 29768 30488 31232 31415 32960 36112 37210 38110 39040 42436 43808 45140 47360 50264 52736 53045 54760 59536 60976 62830 65920 72224 74420 76220 78080 83509 84872 87616 90280 94720 100528 106090 109520 119072 121952 125660 131840 137677 141007 144448 148840 152440 156160 167018 169744 175232 180560 201056 212180 219040 232471 238144 243904 251320 263680 275354 282014 288896 297680 304880 334036 339488 350464 361120 383263 392533 402112 417545 424360 438080 464942 476288 487808 502640 550708 564028 577792 595360 609760 647149 668072 678976 688385 700928 705035 722240 766526 785066 804224 835090 848720 876160 929884 952576 975616 1005280 1101416 1128056 1155584 1162355 1190720 1219520 1294298 1336144 1357952 1376770 1410070 1444480 1533052 1570132 1608448 1670180 1697440 1752320 1859768 1905152 1916315 1951232 1962665 2010560 2202832 2256112 2324710 2381440 2439040 2588596 2672288 2715904 2753540 2820140 2888960 3066104 3140264 3216896 3235745 3340360 3394880 3504640 3719536 3832630 3925330 4021120 4405664 4512224 4649420 4762880 4878080 5094049 5177192 5344576 5431808 5507080 5640280 5777920 6132208 6280528 6471490 6680720 6789760 7439072 7665260 7850660 8042240 8601427 8811328 9024448 9298840 9525760 9756160 10188098 10354384 10689152 11014160 11280560 12264416 12561056 12942980 13361440 13579520 14180731 14523721 14878144 15330520 15701320 16084480 17202854 17622656 18048896 18597680 20376196 20708768 21378304 22028320 22561120 23944513 24528832 25122112 25470245 25885960 26722880 27159040 28361462 29047442 29756288 30661040 31402640 34405708 35245312 36097792 37195360 39476089 40752392 41417536 42756608 43007135 44056640 45122240 47889026 49057664 50244224 50940490 51771920 53445760 56722924 58094884 59512576 61322080 62805280 68811416 70490624 70903655 72195584 72618605 74390720 78952178 81504784 82835072 86014270 88113280 90244480 95778052 98115328 100488448 101880980 103543840 106891520 113445848 116189768 119025152 119722565 122644160 125610560 137622832 141807310 145237210 148781440 157904356 163009568 165670144 172028540 176226560 180488960 191556104 196230656 197380445 200976896 203761960 207087680 213783040 226891696 232379536 239445130 245288320 251221120 275245664 283614620 290474420 297562880 315808712 326019136 331340288 344057080 352453120 360977920 383112208 394760890 407523920 414175360 453783392 464759072 478890260 490576640 502442240 524687047 550491328 567229240 580948840 595125760 631617424 652038272 688114160 766224416 789521780 815047840 828350720 885946981 907566784 929518144 957780520 981153280 1004884480 1049374094 1100982656 1134458480 1161897680 1263234848 1304076544 1376228320 1460615293 1532448832 1579043560 1630095680 1656701440 1771893962 1815133568 1859036288 1915561040 2098748188 2201965312 2268916960 2323795360 2526469696 2608153088 2623435235 2752456640 2921230586 3064897664 3158087120 3260191360 3543787924 3630267136 3718072576 3831122080 4197496376 4403930624 4429734905 4537833920 4647590720 5052939392 5246870470 5504913280 5842461172 6129795328 6316174240 6520382720 7087575848 7260534272 7303076465 7436145152 7662244160 8394992752 8859469810 9075667840 9295181440 10105878784 10493740940 11009826560 11684922344 12259590656 12632348480 13040765440 14175151696 14606152930 15324488320 16789985504 17718939620 18151335680 18590362880 20211757568 20987481880 22019653120 23369844688 25264696960 28350303392 29212305860 30648976640 33579971008 35437879240 36302671360 37180725760 41974963760 46739689376 50529393920 54042765841 56700606784 58424611720 61297953280 67159942016 70875758480 83949927520 93479378752 101058787840 108085531682 113401213568 116849223440 134319884032 141751516960 167899855040 186958757504 216171063364 226802427136 233698446880 268639768064 270213829205 283503033920 335799710080 373917515008 432342126728 453604854272 467396893760 540427658410 567006067840 671599420160 747835030016 864684253456 934793787520 1080855316820 1134012135680 1343198840320 1729368506912 1869587575040 2161710633640 2268024271360 3458737013824 3739175150080 4323421267280 6917474027648 8646842534560 13834948055296 17293685069120 27669896110592 34587370138240 69174740276480 138349480552960
• Sum of all divisors σ(n): 350000308972314
• Sum of proper divisors (its aliquot sum) s(n): 211650828419354
• 138349480552960 is an abundant number, because the sum of its proper divisors (211650828419354) is greater than itself. Its abundance is 73301347866394

Bases of 138349480552960

• Binary: 11111011101001111111111101001001010101000000000₂
• Hexadecimal: 0x7DD3FFA4AA00
• Base-36: 1D1GVGN5Z4

Squares and roots of 138349480552960

• 138349480552960 squared (138349480552960²) is 19140578769273857227364761600
• 138349480552960 cubed (138349480552960³) is 2648089130212052561257828630127586574336000
• The square root of 138349480552960 is 11762205.5989920529
• The cube root of 138349480552960 is 51720.0787680783

Scales and comparisons

• 138,349,480,552,960 seconds is equal to 4,399,085 years, 28 weeks, 42 minutes, 40 seconds.
• To count from 1 to 138,349,480,552,960 would take you about ten million, nine hundred ninety-seven thousand, seven hundred thirteen 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 138349480552960 cubic inches would be around 4310 feet tall.

Recreational maths with 138349480552960

• 138349480552960 backwards is 069255084943831
• The number of decimal digits it has is: 15
• The sum of 138349480552960's digits is 67
• More coming soon!