18113283072

Names of 18113283072

• Cardinal: 18113283072 can be written as Eighteen billion, one hundred thirteen million, two hundred eighty-three thousand and seventy-two.

Scientific notation

• Scientific notation: 1.8113283072 × 10¹⁰

Factors of 18113283072

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 17
• Sum of prime factors: 94

Divisors of 18113283072

• Number of divisors d(n): 528
• Complete list of divisors:
  1 2 3 4 6 8 9 12 16 18 19 24 27 29 32 36 38 41 48 54 57 58 64 72 76 82 87 96 108 114 116 123 128 144 152 164 171 174 192 216 228 232 246 256 261 288 304 328 342 348 369 384 432 456 464 492 512 513 522 551 576 608 656 684 696 738 768 779 783 841 864 912 928 984 1024 1026 1044 1102 1107 1152 1189 1216 1312 1368 1392 1476 1536 1558 1566 1653 1682 1728 1824 1856 1968 2052 2088 2204 2214 2304 2337 2378 2432 2523 2624 2736 2784 2952 3072 3116 3132 3306 3364 3456 3567 3648 3712 3936 4104 4176 4408 4428 4608 4674 4756 4864 4959 5046 5248 5472 5568 5904 6232 6264 6612 6728 6912 7011 7134 7296 7424 7569 7872 8208 8352 8816 8856 9216 9348 9512 9728 9918 10092 10496 10701 10944 11136 11808 12464 12528 13224 13456 13824 14022 14268 14592 14848 14877 15138 15744 15979 16416 16704 17632 17712 18696 19024 19456 19836 20184 20992 21033 21402 21888 22272 22591 22707 23616 24928 25056 26448 26912 27648 28044 28536 29184 29696 29754 30276 31488 31958 32103 32832 33408 34481 35264 35424 37392 38048 39672 40368 41984 42066 42804 43776 44544 45182 45414 47232 47937 49856 50112 52896 53824 56088 57072 58368 59508 60552 62976 63916 64206 65664 66816 67773 68962 70528 70848 74784 76096 79344 80736 84132 85608 87552 89088 90364 90828 94464 95874 99712 100224 103443 105792 107648 112176 114144 119016 121104 125952 127832 128412 131328 133632 135546 137924 141056 141696 143811 149568 152192 158688 161472 168264 171216 175104 180728 181656 188928 191748 199424 200448 203319 206886 211584 215296 224352 228288 238032 242208 255664 256824 262656 267264 271092 275848 282112 283392 287622 299136 304384 310329 317376 322944 336528 342432 361456 363312 377856 383496 398848 400896 406638 413772 423168 430592 431433 448704 456576 476064 484416 511328 513648 525312 542184 551696 564224 566784 575244 598272 608768 609957 620658 634752 645888 655139 673056 684864 722912 726624 766992 797696 801792 813276 827544 846336 861184 862866 897408 913152 930987 952128 968832 1022656 1027296 1084368 1103392 1133568 1150488 1196544 1217536 1219914 1241316 1269504 1291776 1310278 1346112 1369728 1445824 1453248 1533984 1626552 1655088 1692672 1725732 1794816 1826304 1861974 1904256 1937664 1965417 2045312 2054592 2168736 2206784 2300976 2393088 2439828 2482632 2539008 2583552 2620556 2692224 2739456 2891648 2906496 3067968 3253104 3310176 3451464 3589632 3652608 3723948 3808512 3875328 3930834 4090624 4109184 4337472 4413568 4601952 4879656 4965264 5078016 5241112 5384448 5478912 5783296 5812992 5896251 6135936 6506208 6620352 6902928 7179264 7447896 7617024 7750656 7861668 8181248 8218368 8674944 8827136 9203904 9759312 9930528 10482224 10768896 10957824 11566592 11625984 11792502 12271872 13012416 13240704 13805856 14895792 15234048 15723336 16362496 16436736 17349888 17654272 17688753 18407808 19518624 19861056 20964448 21537792 23133184 23251968 23585004 24543744 26024832 26481408 27611712 29791584 31446672 32873472 34699776 35308544 35377506 36815616 39037248 39722112 41928896 47170008 49087488 52049664 52962816 55223424 59583168 62893344 69399552 70755012 73631232 78074496 79444224 83857792 94340016 104099328 105925632 110446848 119166336 125786688 141510024 147262464 156148992 158888448 167715584 188680032 208198656 220893696 238332672 251573376 283020048 312297984 317776896 335431168 377360064 441787392 476665344 503146752 566040096 624595968 670862336 754720128 953330688 1006293504 1132080192 1509440256 2012587008 2264160384 3018880512 4528320768 6037761024 9056641536 18113283072
• Sum of all divisors σ(n): 59906683200
• Sum of proper divisors (its aliquot sum) s(n): 41793400128
• 18113283072 is an abundant number, because the sum of its proper divisors (41793400128) is greater than itself. Its abundance is 23680117056

Bases of 18113283072

• Binary: 10000110111101000101100010000000000₂
• Hexadecimal: 0x437A2C400
• Base-36: 8BK6IO0

Squares and roots of 18113283072

• 18113283072 squared (18113283072²) is 328091023646401757184
• 18113283072 cubed (18113283072³) is 5942805584689520662112001589248
• The square root of 18113283072 is 134585.5975652669
• The cube root of 18113283072 is 2626.2277828679

Scales and comparisons

• 18,113,283,072 seconds is equal to 575 years, 49 weeks, 1 day, 11 hours, 31 minutes, 12 seconds.
• To count from 1 to 18,113,283,072 would take you about one thousand, one hundred fifty-one 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 18113283072 cubic inches would be around 218.9 feet tall.

Recreational maths with 18113283072

• 18113283072 backwards is 27038231181
• 18113283072 is a Harshad number.
• The number of decimal digits it has is: 11
• The sum of 18113283072's digits is 36
• More coming soon!