41407228898712144

Names of 41407228898712144

• Cardinal: 41407228898712144 can be written as Forty-one quadrillion, four hundred seven trillion, two hundred twenty-eight billion, eight hundred ninety-eight million, seven hundred twelve thousand, one hundred forty-four.

Scientific notation

• Scientific notation: 4.1407228898712144 × 10¹⁶

Factors of 41407228898712144

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 15
• Sum of prime factors: 2083

Divisors of 41407228898712144

• Number of divisors d(n): 1350
• Complete list of divisors:
  1 2 3 4 6 8 9 12 13 16 18 24 26 27 29 36 39 48 52 54 58 72 78 81 87 104 108 116 117 144 156 162 169 174 208 216 232 234 261 312 324 338 348 351 367 377 432 464 468 507 522 624 648 676 696 702 734 754 783 841 936 1014 1044 1053 1101 1131 1296 1352 1392 1404 1468 1508 1521 1566 1669 1682 1872 2028 2088 2106 2202 2262 2349 2523 2704 2808 2936 3016 3042 3132 3303 3338 3364 3393 4056 4176 4212 4404 4524 4563 4698 4771 4901 5007 5046 5616 5872 6032 6084 6264 6606 6676 6728 6786 7569 8112 8424 8808 9048 9126 9396 9542 9802 9909 10014 10092 10179 10643 10933 12168 12528 13212 13352 13456 13572 13689 14313 14703 15021 15138 16848 17616 18096 18252 18792 19084 19604 19818 20028 20184 20358 21286 21697 21866 22707 24336 26424 26704 27144 27378 28626 29406 29727 30042 30276 30537 31929 32799 36504 37584 38168 39208 39636 40056 40368 40716 42572 42939 43394 43732 44109 45063 45414 48401 52848 54288 54756 57252 58812 59454 60084 60552 61074 62023 63858 65091 65598 68121 73008 76336 78416 79272 80112 81432 85144 85878 86788 87464 88218 90126 90828 95787 96802 98397 109512 114504 117624 118908 120168 121104 122148 124046 127716 128817 130182 131196 132327 134689 135189 136242 138359 142129 145203 158544 162864 170288 171756 173576 174928 176436 180252 181656 186069 191574 193604 195273 196794 219024 229008 235248 237816 240336 244296 248092 255432 257634 260364 262392 264654 269378 270378 272484 276718 282061 284258 287361 290406 295191 308647 343512 347152 352872 360504 363312 372138 383148 386451 387208 390546 393588 396981 404067 415077 426387 435609 475632 488592 496184 510864 515268 520728 524784 529308 538756 540756 544968 553436 558207 564122 568516 574722 580812 585819 590382 612523 617294 629213 687024 705744 721008 744276 766296 772902 774416 781092 787176 793962 808134 830154 846183 852774 862083 871218 885573 925941 992368 1030536 1041456 1058616 1077512 1081512 1089936 1106872 1116414 1128244 1137032 1149444 1161624 1171638 1180764 1212201 1225046 1234588 1245231 1258426 1279161 1306827 1403629 1488552 1532592 1545804 1562184 1574352 1587924 1616268 1660308 1674621 1692366 1705548 1724166 1742436 1750957 1757457 1771146 1798667 1837569 1851882 1887639 2061072 2117232 2155024 2163024 2213744 2232828 2256488 2274064 2298888 2323248 2343276 2361528 2424402 2450092 2469176 2490462 2516852 2538549 2558322 2613654 2777823 2807258 2977104 3091608 3124368 3175848 3232536 3320616 3349242 3384732 3411096 3448332 3484872 3501914 3514914 3542292 3597334 3636603 3675138 3703764 3735693 3775278 3837483 3905981 3920481 4012411 4210887 4465656 4512976 4597776 4686552 4723056 4848804 4900184 4938352 4980924 5023863 5033704 5077098 5116644 5227308 5252871 5396001 5512707 5555646 5614516 5662917 6183216 6351696 6465072 6641232 6698484 6769464 6822192 6896664 6969744 7003828 7029828 7084584 7194668 7273206 7350276 7407528 7471386 7550556 7615647 7674966 7811962 7840962 7962799 8024822 8179769 8333469 8421774 8931312 9373104 9697608 9800368 9961848 10047726 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862650602056503 1061723817915696 1150200802742004 1427835479265936 1533601070322672 1592585726873544 1725301204113006 2300401605484008 2587951806169509 3185171453747088 3450602408226012 4600803210968016 5175903612339018 6901204816452024 10351807224678036 13802409632904048 20703614449356072 41407228898712144
• Sum of all divisors σ(n): 134849667085732170
• Sum of proper divisors (its aliquot sum) s(n): 93442438187020026
• 41407228898712144 is an abundant number, because the sum of its proper divisors (93442438187020026) is greater than itself. Its abundance is 52035209288307882

Bases of 41407228898712144

• Binary: 10010011000110111010011111000001101001000001101001010000₂
• Hexadecimal: 0x931BA7C1A41A50
• Base-36: BBPMYCNBP00

Squares and roots of 41407228898712144

• 41407228898712144 squared (41407228898712144²) is 1714558605070342113637181773076736
• 41407228898712144 cubed (41407228898712144³) is 70995120620404251913793126715595938447322887081984
• The square root of 41407228898712144 is 203487662.7678251751
• The cube root of 41407228898712144 is 345959.6021828859

Scales and comparisons

• 41,407,228,898,712,144 seconds is equal to 1,316,621,798 years, 3 days, 20 hours, 2 minutes, 24 seconds.
• To count from 1 to 41,407,228,898,712,144 would take you about three billion, nine hundred forty-nine million, eight hundred sixty-five thousand, three hundred ninety-four 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 41407228898712144 cubic inches would be around 28830 feet tall.

Recreational maths with 41407228898712144

• 41407228898712144 backwards is 44121789882270414
• 41407228898712144 is a Harshad number.
• The number of decimal digits it has is: 17
• The sum of 41407228898712144's digits is 72
• More coming soon!