142043726979

Names of 142043726979

• Cardinal: 142043726979 can be written as One hundred forty-two billion, forty-three million, seven hundred twenty-six thousand, nine hundred seventy-nine.

Scientific notation

• Scientific notation: 1.42043726979 × 10¹¹

Factors of 142043726979

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 12
• Sum of prime factors: 128

Divisors of 142043726979

• Number of divisors d(n): 480
• Complete list of divisors:
  1 3 7 9 11 21 27 29 31 33 47 49 63 77 81 87 93 99 121 141 147 189 203 217 231 261 279 297 319 329 341 343 363 423 441 517 539 567 609 651 693 783 837 847 891 899 957 987 1023 1029 1089 1269 1323 1363 1421 1457 1519 1551 1617 1827 1953 2079 2233 2303 2349 2387 2511 2541 2697 2871 2961 3069 3087 3267 3509 3619 3751 3773 3807 3969 4089 4263 4371 4557 4653 4851 5481 5687 5859 5929 6237 6293 6699 6909 7161 7623 8091 8613 8883 9207 9261 9541 9801 9889 9947 10199 10527 10633 10857 11253 11319 12267 12789 13113 13671 13959 14553 14993 15631 16027 16121 16443 16709 17061 17577 17787 18879 20097 20727 21483 22869 24273 24563 25333 25839 26257 26649 27621 27783 28623 29667 29841 30597 31581 31899 32571 33759 33957 36801 38367 39339 39809 41013 41503 41877 42253 43659 44051 44979 46893 48081 48363 50127 51183 53361 56637 60291 62181 64449 66787 68607 69223 71393 72819 73689 75999 78771 85869 89001 89523 91791 94743 95697 97713 101277 101871 104951 108779 109417 110403 112189 115101 116963 118017 119427 123039 124509 126759 132153 134937 140679 144243 145089 150381 153549 160083 164923 169911 171941 176297 177331 180873 183799 186543 193347 200361 207669 214179 221067 227997 236313 257607 267003 268569 275373 278663 284229 287091 293139 295771 303831 305613 308357 314853 326337 328251 336567 350889 358281 373527 380277 396459 404811 422037 432729 435267 451143 460647 464783 467509 480249 484561 494769 499751 509733 515823 528891 531993 551397 601083 623007 642537 663201 683991 708939 734657 761453 772821 785323 801009 805707 826119 835989 861273 887313 925071 944559 979011 984753 1009701 1052667 1074843 1120581 1140831 1154461 1189377 1203587 1214433 1234079 1266111 1286593 1298187 1305801 1353429 1394349 1402527 1453683 1484307 1499253 1547469 1586673 1595979 1654191 1803249 1869021 1927611 1950641 1989603 2051973 2070397 2126817 2203971 2284359 2355969 2507967 2661939 2775213 2833677 2937033 2954259 3029103 3158001 3224529 3253481 3361743 3391927 3422493 3463383 3568131 3610761 3702237 3859779 4183047 4207581 4361049 4452921 4497759 4642407 4760019 4787937 4962573 5112613 5142599 5330171 5409747 5497261 5607063 5782833 5851923 6211191 6611913 6853077 7067907 7523901 7985817 8081227 8325639 8501031 8638553 8811099 8862777 9087309 9474003 9760443 10175781 10390149 10832283 11106711 11579337 12549141 12622743 13083147 13358763 13493277 13927221 14280057 14363811 14492779 14887719 15337839 15427797 15990513 16491783 17555769 18633573 19835739 20559231 21203721 22571703 22774367 23957451 24243681 24976917 25915659 29281329 30527343 31170447 32496849 33320133 34738011 35788291 37311197 37647423 37868229 39249441 40479831 43478337 46013517 46283391 47971539 49475349 52667307 55900719 56568589 59507217 60469871 61677693 63611163 68323101 72731043 77746977 87843987 91582029 93511341 97490547 99960399 104214033 107364873 111933591 130435011 138040551 138850173 143914617 148426047 158001921 159420569 167702157 169705767 181409613 204969303 218193129 233240931 250518037 263531961 274746087 322094619 335800773 391305033 414121653 416550519 431743851 445278141 478261707 509117301 544228839 614907909 654579387 699722793 751554111 966283857 1007402319 1173915099 1434785121 1527351903 1632686517 1753626259 1844723727 2254662333 2898851571 3022206957 4304355363 4582055709 4898059551 5260878777 6763986999 12913066089 15782636331 20291960997 47347908993 142043726979
• Sum of all divisors σ(n): 296626176000
• Sum of proper divisors (its aliquot sum) s(n): 154582449021
• 142043726979 is an abundant number, because the sum of its proper divisors (154582449021) is greater than itself. Its abundance is 12538722042

Bases of 142043726979

• Binary: 10000100010010011101110100010010000011₂
• Hexadecimal: 0x2112774483
• Base-36: 1T95616R

Squares and roots of 142043726979

• 142043726979 squared (142043726979²) is 20176420374084692466441
• 142043726979 cubed (142043726979³) is 2865933947030019103726323523811739
• The square root of 142043726979 is 376886.8888393439
• The cube root of 142043726979 is 5217.6389034605

Scales and comparisons

• 142,043,726,979 seconds is equal to 4,516 years, 28 weeks, 4 days, 14 hours, 49 minutes, 39 seconds.
• To count from 1 to 142,043,726,979 would take you about nine thousand and thirty-three 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 142043726979 cubic inches would be around 434.8 feet tall.

Recreational maths with 142043726979

• 142043726979 backwards is 979627340241
• The number of decimal digits it has is: 12
• The sum of 142043726979's digits is 54
• More coming soon!