30080792742

Names of 30080792742

• Cardinal: 30080792742 can be written as Thirty billion, eighty million, seven hundred ninety-two thousand, seven hundred forty-two.

Scientific notation

• Scientific notation: 3.0080792742 × 10¹⁰

Factors of 30080792742

• Number of distinct prime factors ω(n): 9
• Total number of prime factors Ω(n): 9
• Sum of prime factors: 308

Divisors of 30080792742

• Number of divisors d(n): 512
• Complete list of divisors:
  1 2 3 6 7 11 13 14 19 21 22 23 26 33 38 39 42 46 57 66 69 73 77 78 91 114 133 138 143 146 154 157 161 182 209 219 231 247 253 266 273 286 299 314 322 399 418 429 437 438 462 471 483 494 506 511 546 598 627 741 759 798 803 858 874 897 942 949 966 1001 1022 1099 1254 1311 1387 1463 1482 1518 1533 1606 1679 1727 1729 1771 1794 1898 2002 2041 2093 2198 2409 2622 2717 2774 2847 2926 2983 3003 3059 3066 3289 3297 3358 3454 3458 3542 3611 4082 4161 4186 4389 4807 4818 5037 5181 5187 5313 5434 5621 5681 5694 5966 6006 6118 6123 6279 6578 6594 6643 7222 8151 8322 8778 8949 9177 9614 9709 9867 10074 10362 10374 10439 10626 10833 11242 11362 11461 11753 12089 12246 12558 13286 14287 14421 15257 16302 16863 17043 17898 18031 18354 18469 19019 19418 19734 19929 20878 20881 21666 21827 22451 22922 23023 23506 24178 25277 28574 28842 29127 30514 31317 31901 32813 33649 33726 34086 34383 35259 36062 36267 36938 38038 38779 39721 39767 39858 41762 42861 43654 44902 45771 46046 46943 50554 54093 55407 57057 58254 62491 62634 62643 63802 65481 65626 67298 67353 68609 68766 69069 70518 72534 73073 75831 77558 79442 79534 80227 85722 91542 93886 95703 98439 100947 106799 108186 110814 114114 116337 119163 119301 124982 125286 126071 126217 129283 130962 134706 137218 138138 140829 146146 148993 151662 152789 157157 160454 187473 191406 196878 198341 201894 205827 213598 217759 219219 223307 229691 232674 238326 238602 240097 240681 252142 252434 258566 263603 271453 278047 281658 297986 305578 314314 320397 328601 350911 374946 378213 378651 387849 396682 411654 414713 426569 435518 437437 438438 446614 446979 458367 459382 471471 480194 480263 481362 516373 527206 542906 556094 595023 640794 653277 657202 669921 689073 701822 720291 754699 756426 757302 775698 790809 814359 829426 834141 853138 874874 882497 891917 893958 916734 942942 960526 985803 1032746 1042951 1052733 1190046 1244139 1279707 1306554 1312311 1339842 1378146 1388387 1440582 1440789 1509398 1524313 1549119 1581618 1628718 1638923 1668282 1680679 1764994 1783834 1845221 1971606 2085902 2105466 2264097 2395349 2456377 2488278 2559414 2624622 2647491 2675751 2776774 2830867 2881578 2899633 2902991 2985983 3048626 3098238 3128853 3277846 3361358 3426839 3614611 3690442 4165161 4528194 4561843 4572939 4790698 4912754 4916769 5008457 5042037 5282893 5294982 5351502 5535663 5661734 5799266 5805982 5971966 6243419 6257706 6853678 7186047 7229222 7369131 8330322 8492601 8698899 8708973 8957949 9123686 9145878 9811087 9833538 10016914 10084074 10280517 10565786 10843833 11071326 11472461 12486838 13685529 14372094 14738262 15025371 15848679 16767443 16985202 17397798 17417946 17915898 18730257 19622174 19816069 20297431 20561034 21687666 22944922 23987873 27371058 29433261 30050742 31139537 31697358 31932901 33534886 34417383 35059199 37460514 37695229 39632138 40594862 47975746 50302329 55093027 58866522 59448207 60892293 62279074 63865802 65109941 68677609 68834766 70118398 71963619 75390458 93418611 95798703 100604658 105177597 110186054 113085687 118896414 121784586 130219882 137355218 143927238 165279081 186837222 191597406 195329823 206032827 210355194 217976759 226171374 263866603 330558162 385651189 390659646 412065654 435953518 455769587 527733206 653930277 716209351 771302378 791599809 911539174 1156953567 1307860554 1367308761 1432418702 1583199618 2148628053 2313907134 2734617522 4297256106 5013465457 10026930914 15040396371 30080792742
• Sum of all divisors σ(n): 90512916480
• Sum of proper divisors (its aliquot sum) s(n): 60432123738
• 30080792742 is an abundant number, because the sum of its proper divisors (60432123738) is greater than itself. Its abundance is 30351330996

Bases of 30080792742

• Binary: 11100000000111101000111100010100110₂
• Hexadecimal: 0x700F478A6
• Base-36: DTHBS86

Squares and roots of 30080792742

• 30080792742 squared (30080792742²) is 904854091987159878564
• 30080792742 cubed (30080792742³) is 27218728402816359232301572582488
• The square root of 30080792742 is 173438.1524982321
• The cube root of 30080792742 is 3110.0193594119

Scales and comparisons

• 30,080,792,742 seconds is equal to 956 years, 24 weeks, 5 days, 7 hours, 45 minutes, 42 seconds.
• To count from 1 to 30,080,792,742 would take you about one thousand, nine hundred twelve 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 30080792742 cubic inches would be around 259.2 feet tall.

Recreational maths with 30080792742

• 30080792742 backwards is 24729708003
• 30080792742 is a Harshad number.
• The number of decimal digits it has is: 11
• The sum of 30080792742's digits is 42
• More coming soon!