107408029506960

Names of 107408029506960

• Cardinal: 107408029506960 can be written as One hundred seven trillion, four hundred eight billion, twenty-nine million, five hundred six thousand, nine hundred sixty.

Scientific notation

• Scientific notation: 1.0740802950696 × 10¹⁴

Factors of 107408029506960

• Number of distinct prime factors ω(n): 8
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 19401

Divisors of 107408029506960

• Number of divisors d(n): 640
• Complete list of divisors:
  1 2 3 4 5 6 7 8 10 12 13 14 15 16 20 21 24 26 28 30 35 39 40 42 48 52 56 60 65 70 78 80 84 91 104 105 112 120 130 140 156 168 182 195 208 210 240 260 273 280 312 336 364 390 419 420 455 520 546 560 624 641 728 780 838 840 910 1040 1092 1257 1282 1365 1456 1560 1676 1680 1820 1923 2095 2184 2514 2564 2730 2933 3120 3205 3352 3640 3846 4190 4368 4487 5028 5128 5447 5460 5866 6285 6410 6704 7280 7692 8333 8380 8799 8974 9615 10056 10256 10894 10920 11732 12570 12820 13461 14665 15384 16341 16666 16760 17598 17948 18311 19230 20112 21788 21840 22435 23464 24999 25140 25640 26922 27235 29330 30768 32682 33332 33520 35196 35896 36622 38129 38460 41665 43576 43995 44870 46928 49998 50280 51280 53844 54470 54933 58331 58660 65364 66664 67305 70392 71792 73244 76258 76920 81705 83330 87152 87990 89740 91555 99996 100560 107688 108940 109866 114387 116662 117320 124995 128177 130728 133328 134610 140784 146488 152516 153840 163410 166660 174993 175980 179480 183110 190645 199992 215376 217880 219732 228774 233324 234640 238043 249990 256354 261456 268579 269220 274665 291655 292976 305032 326820 333320 349986 351960 358960 366220 381290 384531 399984 435760 439464 457548 466648 476086 499980 512708 537158 538440 549330 571935 583310 610064 640885 653640 666640 699972 703920 714129 732440 762580 769062 805737 874965 878928 915096 933296 952172 999960 1025416 1074316 1076880 1098660 1143870 1166620 1190215 1281770 1307280 1342895 1399944 1428258 1464880 1525160 1538124 1611474 1666301 1749930 1830192 1880053 1904344 1922655 1999920 2050832 2148632 2197320 2287740 2333240 2380430 2563540 2685790 2799888 2856516 3050320 3076248 3222948 3332602 3491527 3499860 3570645 3760106 3808688 3845310 4028685 4297264 4394640 4575480 4666480 4760860 4998903 5127080 5371580 5640159 5713032 6152496 6445896 6665204 6983054 6999720 7141290 7520212 7672309 7690620 8057370 8331505 9150960 9400265 9521720 9997806 10254160 10474581 10743160 11280318 11426064 11737351 12891792 13330408 13966108 13999440 14282580 15040424 15344618 15381240 16114740 16663010 17457635 18800530 19043440 19995612 20949162 21486320 22560636 23016927 23474702 24440689 24994515 26660816 27932216 28200795 28565160 30080848 30689236 30762480 32229480 33326020 34915270 35212053 37601060 38361545 39991224 41898324 45121272 46033854 46949404 48881378 49989030 52372905 53706163 55864432 56401590 57130320 58686755 61378472 64458960 66652040 69830540 70424106 73322067 75202120 76723090 79982448 82161457 83796648 90242544 92067708 93898808 97762756 99740017 99978060 104745810 107412326 112803180 115084635 117373510 122203445 122756944 133304080 139661080 140848212 146644134 150404240 152585563 153446180 161118489 164322914 167593296 176060265 184135416 187797616 195525512 199480034 199956120 209491620 214824652 225606360 230169270 234747020 244406890 246484371 268530815 279322160 281696424 293288268 299220051 305171126 306892360 322236978 328645828 352120530 366610335 368270832 391051024 398960068 399912240 410807285 418983240 429649304 451212720 457756689 460338540 469494040 488813780 492968742 498700085 537061630 563392848 586576536 598440102 610342252 613784720 644473956 657291656 698180119 704241060 733220670 762927815 797920136 805592445 821614570 837966480 859298608 915513378 920677080 938988080 977627560 985937484 997400170 1068098941 1074123260 1173153072 1196880204 1220684504 1232421855 1288947912 1314583312 1396360238 1408482120 1466441340 1496100255 1525855630 1595840272 1611184890 1643229140 1831026756 1841354160 1955255120 1971874968 1994800340 2094540357 2136197882 2148246520 2288783445 2393760408 2441369008 2464843710 2577895824 2792720476 2816964240 2932882680 2992200510 3051711260 3204296823 3222369780 3286458280 3490900595 3662053512 3943749936 3989600680 4189080714 4272395764 4296493040 4577566890 4787520816 4917950069 4929687420 5340494705 5585440952 5865765360 5984401020 6103422520 6408593646 6444739560 6572916560 6981801190 7324107024 7979201360 8378161428 8544791528 9155133780 9835900138 9859374840 10472701785 10680989410 11170881904 11968802040 12206845040 12817187292 12889479120 13963602380 14753850207 16021484115 16756322856 17089583056 18310267560 19671800276 19718749680 20945403570 21361978820 23937604080 24589750345 25634374584 27927204760 29507700414 32042968230 33512645712 34425650483 36620535120 39343600552 41890807140 42723957640 49179500690 51268749168 55854409520 59015400828 63933350897 64085936460 68851300966 73769251035 78687201104 83781614280 85447915280 98359001380 103276951449 118030801656 127866701794 128171872920 137702601932 147538502070 167563228560 172128252415 191800052691 196718002760 206553902898 236061603312 255733403588 256343745840 275405203864 295077004140 319666754485 344256504830 383600105382 393436005520 413107805796 447533456279 511466807176 516384757245 550810407728 590154008280 639333508970 688513009660 767200210764 826215611592 895066912558 959000263455 1022933614352 1032769514490 1180308016560 1278667017940 1342600368837 1377026019320 1534400421528 1652431223184 1790133825116 1918000526910 2065539028980 2237667281395 2557334035880 2685200737674 2754052038640 3068800843056 3580267650232 3836001053820 4131078057960 4475334562790 5114668071760 5370401475348 6713001844185 7160535300464 7672002107640 8262156115920 8950669125580 10740802950696 13426003688370 15344004215280 17901338251160 21481605901392 26852007376740 35802676502320 53704014753480 107408029506960
• Sum of all divisors σ(n): 411444305879040
• Sum of proper divisors (its aliquot sum) s(n): 304036276372080
• 107408029506960 is an abundant number, because the sum of its proper divisors (304036276372080) is greater than itself. Its abundance is 196628246865120

Bases of 107408029506960

• Binary: 11000011010111111100001011100011101110110010000₂
• Hexadecimal: 0x61AFE171DD90
• Base-36: 122MKFKPLC

Squares and roots of 107408029506960

• 107408029506960 squared (107408029506960²) is 11536484802567990020688441600
• 107408029506960 cubed (107408029506960³) is 1239111100080818282123682956225818753536000
• The square root of 107408029506960 is 10363784.5166213295
• The cube root of 107408029506960 is 47534.8633444231

Scales and comparisons

• 107,408,029,506,960 seconds is equal to 3,415,243 years, 5 weeks, 2 days, 15 hours, 56 minutes.
• To count from 1 to 107,408,029,506,960 would take you about eight million, five hundred thirty-eight thousand, one hundred seven 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 107408029506960 cubic inches would be around 3961.2 feet tall.

Recreational maths with 107408029506960

• 107408029506960 backwards is 069605920804701
• The number of decimal digits it has is: 15
• The sum of 107408029506960's digits is 57
• More coming soon!