30931124224

Names of 30931124224

• Cardinal: 30931124224 can be written as Thirty billion, nine hundred thirty-one million, one hundred twenty-four thousand, two hundred twenty-four.

Scientific notation

• Scientific notation: 3.0931124224 × 10¹⁰

Factors of 30931124224

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 20
• Sum of prime factors: 97

Divisors of 30931124224

• Number of divisors d(n): 512
• Complete list of divisors:
  1 2 4 7 8 11 13 14 16 22 23 26 28 32 41 44 46 52 56 64 77 82 88 91 92 104 112 128 143 154 161 164 176 182 184 208 224 253 256 286 287 299 308 322 328 352 364 368 416 448 451 506 512 533 572 574 598 616 644 656 704 728 736 832 896 902 943 1001 1012 1024 1066 1144 1148 1196 1232 1288 1312 1408 1456 1472 1664 1771 1792 1804 1886 2002 2024 2048 2093 2132 2288 2296 2392 2464 2576 2624 2816 2912 2944 3157 3289 3328 3542 3584 3608 3731 3772 4004 4048 4096 4186 4264 4576 4592 4784 4928 5152 5248 5632 5824 5863 5888 6314 6578 6601 6656 7084 7168 7216 7462 7544 8008 8096 8192 8372 8528 9152 9184 9568 9856 10304 10373 10496 11264 11648 11726 11776 12259 12628 13156 13202 13312 14168 14336 14432 14924 15088 16016 16192 16384 16744 17056 18304 18368 19136 19712 20608 20746 20992 22528 23023 23296 23452 23552 24518 25256 26312 26404 26624 28336 28672 28864 29848 30176 32032 32384 32768 33488 34112 36608 36736 38272 39424 41041 41216 41492 41984 45056 46046 46592 46904 47104 49036 50512 52624 52808 53248 56672 57344 57728 59696 60352 64064 64768 66976 68224 72611 73216 73472 76544 78848 82082 82432 82984 83968 85813 90112 92092 93184 93808 94208 98072 101024 105248 105616 106496 113344 114688 115456 119392 120704 128128 129536 133952 134849 136448 145222 146432 146944 153088 157696 164164 164864 165968 167936 171626 180224 184184 186368 187616 188416 196144 202048 210496 211232 212992 226688 229376 230912 238784 241408 256256 259072 267904 269698 272896 290444 292864 293888 306176 315392 328328 329728 331936 335872 343252 360448 368368 372736 375232 376832 392288 404096 420992 422464 425984 453376 461824 477568 482816 512512 518144 535808 539396 545792 580888 585728 587776 612352 630784 656656 659456 663872 671744 686504 736736 745472 750464 753664 784576 808192 841984 844928 906752 923648 943943 955136 965632 1025024 1036288 1071616 1078792 1091584 1161776 1171456 1175552 1224704 1261568 1313312 1318912 1327744 1343488 1373008 1473472 1490944 1500928 1569152 1616384 1683968 1689856 1813504 1847296 1887886 1910272 1931264 2050048 2072576 2143232 2157584 2183168 2323552 2342912 2351104 2449408 2523136 2626624 2637824 2655488 2746016 2946944 2981888 3001856 3138304 3232768 3367936 3379712 3627008 3694592 3775772 3820544 3862528 4100096 4145152 4286464 4315168 4366336 4647104 4685824 4702208 4898816 5253248 5275648 5310976 5492032 5893888 6003712 6276608 6465536 6735872 6759424 7254016 7389184 7551544 7641088 7725056 8200192 8290304 8572928 8630336 8732672 9294208 9404416 9797632 10506496 10621952 10984064 11787776 12007424 12553216 12931072 13471744 13518848 14508032 14778368 15103088 15282176 15450112 16400384 17145856 17260672 17465344 18588416 21012992 21243904 21968128 23575552 24014848 25106432 25862144 26943488 27037696 29016064 30206176 30564352 30900224 32800768 34291712 34521344 37176832 42025984 42487808 43936256 47151104 48029696 50212864 51724288 53886976 54075392 58032128 60412352 61128704 68583424 69042688 74353664 84051968 84975616 87872512 94302208 96059392 100425728 103448576 107773952 108150784 120824704 122257408 138085376 148707328 168103936 169951232 175745024 188604416 192118784 200851456 216301568 241649408 276170752 297414656 336207872 339902464 351490048 377208832 401702912 483298816 552341504 594829312 672415744 702980096 754417664 966597632 1104683008 1189658624 1344831488 1405960192 1933195264 2209366016 2379317248 2811920384 3866390528 4418732032 7732781056 15465562112 30931124224
• Sum of all divisors σ(n): 88783672320
• Sum of proper divisors (its aliquot sum) s(n): 57852548096
• 30931124224 is an abundant number, because the sum of its proper divisors (57852548096) is greater than itself. Its abundance is 26921423872

Bases of 30931124224

• Binary: 11100110011101000111000000000000000₂
• Hexadecimal: 0x733A38000
• Base-36: E7JLC74

Squares and roots of 30931124224

• 30931124224 squared (30931124224²) is 956734445760519602176
• 30931124224 cubed (30931124224³) is 29592871991198421969692916711424
• The square root of 30931124224 is 175872.4657926875
• The cube root of 30931124224 is 3139.0524215515

Scales and comparisons

• 30,931,124,224 seconds is equal to 983 years, 26 weeks, 5 days, 2 hours, 57 minutes, 4 seconds.
• To count from 1 to 30,931,124,224 would take you about one thousand, nine hundred sixty-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 30931124224 cubic inches would be around 261.6 feet tall.

Recreational maths with 30931124224

• 30931124224 backwards is 42242113903
• The number of decimal digits it has is: 11
• The sum of 30931124224's digits is 31
• More coming soon!