107146406700

Names of 107146406700

• Cardinal: 107146406700 can be written as One hundred seven billion, one hundred forty-six million, four hundred six thousand, seven hundred.

Scientific notation

• Scientific notation: 1.071464067 × 10¹¹

Factors of 107146406700

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 11
• Sum of prime factors: 151

Divisors of 107146406700

• Number of divisors d(n): 486
• Complete list of divisors:
  1 2 3 4 5 6 9 10 12 15 18 20 25 30 31 36 43 45 50 60 62 67 75 86 90 93 100 124 129 134 150 155 172 180 186 201 215 225 258 268 279 300 310 335 372 387 402 430 450 465 516 558 603 620 645 670 774 775 804 860 900 930 961 1005 1075 1116 1206 1290 1333 1340 1395 1548 1550 1675 1849 1860 1922 1935 2010 2077 2150 2325 2412 2580 2666 2790 2881 2883 3015 3100 3225 3350 3698 3844 3870 3999 4020 4154 4300 4650 4805 5025 5332 5547 5580 5762 5766 6030 6231 6450 6665 6700 6975 7396 7740 7998 8308 8643 8649 9245 9300 9610 9675 10050 10385 11094 11524 11532 11997 12060 12462 12900 13330 13950 14405 14415 15075 15996 16641 17286 17298 18490 18693 19220 19350 19995 20100 20770 22188 23994 24025 24924 25929 26660 27735 27900 28810 28830 30150 31155 33282 33325 34572 34596 36980 37386 38700 39990 41323 41540 43215 43245 46225 47988 48050 51858 51925 55470 57319 57620 57660 59985 60300 62310 64387 66564 66650 72025 72075 74772 79980 82646 83205 86430 86490 89311 92450 93465 96100 99975 103716 103850 110940 114638 119970 123883 123969 124620 128774 129645 133300 138675 144050 144150 155775 165292 166410 171957 172860 172980 178622 184900 186930 193161 199950 206615 207700 216075 216225 229276 239940 247766 247938 257548 259290 267933 277350 286595 288100 288300 299925 311550 321935 332820 343914 357244 371649 371907 373860 386322 399900 413230 416025 432150 432450 446555 467325 495532 495876 515871 518580 535866 554700 573190 579483 599850 619415 619845 623100 643870 648225 687828 743298 743814 772644 803799 826460 832050 859785 864300 864900 893110 934650 965805 1031742 1033075 1071732 1114947 1146380 1158966 1199700 1238830 1239690 1287740 1296450 1339665 1432975 1486596 1487628 1607598 1609675 1664100 1719570 1776889 1786220 1858245 1859535 1869300 1931610 2063484 2066150 2229894 2232775 2317932 2477660 2479380 2579355 2592900 2679330 2768641 2865950 2897415 3097075 3099225 3215196 3219350 3439140 3553778 3716490 3719070 3840373 3863220 4018995 4132300 4298925 4459788 4465550 4829025 5158710 5330667 5358660 5537282 5574735 5731900 5794830 6194150 6198450 6438700 6698325 7107556 7432980 7438140 7680746 8037990 8305923 8597850 8884445 8931100 9291225 9297675 9658050 10317420 10661334 11074564 11149470 11521119 11589660 12388300 12396900 12896775 13396650 13843205 14487075 15361492 15992001 16075980 16611846 17195700 17768890 18582450 18595350 19201865 19316100 20094975 21322668 22298940 23042238 24917769 25793550 26653335 26793300 27686410 27873675 28974150 31984002 33223692 34563357 35537780 37164900 37190700 38403730 40189950 41529615 44422225 46084476 49835538 51587100 53306670 55372820 55747350 57605595 57948300 63968004 69126714 69216025 76807460 79960005 80379900 83059230 88844450 96009325 99671076 106613340 111494700 115211190 119051563 124588845 133266675 138253428 138432050 159920010 166118460 172816785 177688900 192018650 207648075 230422380 238103126 249177690 266533350 276864100 288027975 319840020 345633570 357154689 384037300 399800025 415296150 476206252 498355380 533066700 576055950 595257815 622944225 691267140 714309378 799600050 830592300 864083925 1071464067 1152111900 1190515630 1245888450 1428618756 1599200100 1728167850 1785773445 2142928134 2381031260 2491776900 2976289075 3456335700 3571546890 4285856268 5357320335 5952578150 7143093780 8928867225 10714640670 11905156300 17857734450 21429281340 26786601675 35715468900 53573203350 107146406700
• Sum of all divisors σ(n): 360588491172
• Sum of proper divisors (its aliquot sum) s(n): 253442084472
• 107146406700 is an abundant number, because the sum of its proper divisors (253442084472) is greater than itself. Its abundance is 146295677772

Bases of 107146406700

• Binary: 1100011110010011011000110101100101100₂
• Hexadecimal: 0x18F26C6B2C
• Base-36: 1D807CJ0

Squares and roots of 107146406700

• 107146406700 squared (107146406700²) is 11480352468721804890000
• 107146406700 cubed (107146406700³) is 1230078514673015535901988763000000
• The square root of 107146406700 is 327332.2573471793
• The cube root of 107146406700 is 4749.6237072179

Scales and comparisons

• 107,146,406,700 seconds is equal to 3,406 years, 48 weeks, 10 hours, 45 minutes.
• To count from 1 to 107,146,406,700 would take you about six thousand, eight 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 107146406700 cubic inches would be around 395.8 feet tall.

Recreational maths with 107146406700

• 107146406700 backwards is 007604641701
• 107146406700 is a Harshad number.
• The number of decimal digits it has is: 12
• The sum of 107146406700's digits is 36
• More coming soon!