133350798336

Names of 133350798336

• Cardinal: 133350798336 can be written as One hundred thirty-three billion, three hundred fifty million, seven hundred ninety-eight thousand, three hundred thirty-six.

Scientific notation

• Scientific notation: 1.33350798336 × 10¹¹

Factors of 133350798336

• Number of distinct prime factors ω(n): 6
• Total number of prime factors Ω(n): 17
• Sum of prime factors: 101

Divisors of 133350798336

• Number of divisors d(n): 792
• Complete list of divisors:
  1 2 3 4 6 7 8 12 14 16 17 21 24 28 31 32 34 41 42 48 49 51 56 62 64 68 82 84 93 96 98 102 112 119 123 124 128 136 147 164 168 186 192 196 204 217 224 238 246 248 256 272 287 294 328 336 357 372 384 392 408 434 448 476 492 496 512 527 544 574 588 651 656 672 697 714 744 768 784 816 833 861 868 896 952 984 992 1024 1054 1088 1148 1176 1271 1302 1312 1344 1394 1428 1488 1519 1536 1568 1581 1632 1666 1681 1722 1736 1792 1904 1968 1984 2009 2091 2108 2176 2296 2352 2499 2542 2604 2624 2688 2788 2856 2976 3038 3072 3136 3162 3264 3332 3362 3444 3472 3584 3689 3808 3813 3936 3968 4018 4182 4216 4352 4557 4592 4704 4879 4998 5043 5084 5208 5248 5376 5576 5712 5952 6027 6076 6272 6324 6528 6664 6724 6888 6944 7168 7378 7616 7626 7872 7936 8036 8364 8432 8704 8897 9114 9184 9408 9758 9996 10086 10168 10416 10496 10752 11067 11152 11424 11767 11904 12054 12152 12544 12648 13056 13328 13448 13776 13888 14637 14756 15232 15252 15744 15872 16072 16728 16864 17408 17794 18228 18368 18816 19516 19992 20172 20336 20832 20992 21504 21607 22134 22304 22848 23534 23808 24108 24304 25088 25296 25823 26112 26656 26691 26896 27552 27776 28577 29274 29512 30464 30504 31488 31744 32144 33456 33728 34153 35301 35588 36456 36736 37632 39032 39984 40344 40672 41664 41984 43214 44268 44608 45696 47068 47616 48216 48608 50176 50592 51646 52111 52224 53312 53382 53792 55104 55552 57154 58548 59024 60928 61008 62279 62976 64288 64821 66912 67456 68306 70602 71176 72912 73472 75264 77469 78064 79968 80688 81344 82369 83328 85731 86428 88536 89216 91392 94136 95232 96432 97216 101184 102459 103292 104222 106624 106764 107584 110208 111104 114308 117096 118048 121856 122016 124558 125952 128576 129642 133824 134912 136612 141204 142352 145824 146944 150528 151249 154938 156128 156333 159936 161376 162688 164738 166656 171462 172856 177072 178432 182784 186837 188272 192864 194432 200039 202368 204918 206584 208444 213248 213528 215168 220416 222208 228616 234192 236096 244032 247107 249116 257152 259284 267648 269824 273224 282408 284704 291648 293888 302498 309876 312256 312666 319872 322752 325376 329476 333312 342924 345712 354144 356864 364777 365568 373674 376544 385728 388864 400078 404736 409836 413168 416888 426496 427056 430336 440832 453747 457232 468384 472192 488064 494214 498232 514304 518568 535296 539648 546448 564816 569408 583296 600117 604996 619752 624512 625332 639744 645504 650752 658952 666624 685848 691424 708288 713728 729554 747348 753088 771456 777728 800156 809472 819672 826336 833776 852992 854112 860672 881664 885887 907494 914464 936768 944384 976128 988428 996464 1028608 1037136 1058743 1070592 1092896 1094331 1129632 1138816 1166592 1200234 1209992 1239504 1249024 1250664 1279488 1291008 1301504 1317904 1371696 1382848 1400273 1416576 1459108 1494696 1506176 1542912 1555456 1600312 1618944 1639344 1652672 1667552 1708224 1721344 1771774 1814988 1828928 1873536 1888768 1952256 1976856 1992928 2057216 2074272 2117486 2141184 2185792 2188662 2259264 2277632 2333184 2400468 2419984 2479008 2498048 2501328 2553439 2558976 2582016 2635808 2657661 2743392 2765696 2800546 2833152 2918216 2989392 3012352 3085824 3176229 3200624 3278688 3305344 3335104 3416448 3543548 3629976 3657856 3747072 3777536 3904512 3953712 3985856 4148544 4200819 4234972 4371584 4377324 4518528 4555264 4666368 4800936 4839968 4958016 4996096 5002656 5106878 5164032 5271616 5315322 5486784 5531392 5601092 5666304 5836432 5978784 6024704 6171648 6201209 6352458 6401248 6557376 6610688 6670208 6832896 7087096 7259952 7315712 7494144 7660317 7907424 7971712 8297088 8401638 8469944 8743168 8754648 9037056 9110528 9601872 9679936 9916032 10005312 10213756 10543232 10630644 10973568 11062784 11202184 11332608 11672864 11957568 12049408 12402418 12704916 12802496 13114752 13221376 13340416 13665792 14174192 14519904 14631424 14988288 15320634 15814848 15943424 16594176 16803276 16939888 17486336 17509296 18074112 18603627 19203744 19359872 19832064 20010624 20427512 21086464 21261288 21947136 22125568 22404368 23345728 23915136 24804836 25409832 25604992 26229504 26442752 26680832 27331584 28348384 29039808 29262848 30641268 31629696 31886848 33188352 33606552 33879776 34972672 35018592 36148224 37207254 38407488 38719744 39664128 40021248 40855024 42172928 42522576 43408463 43894272 44808736 46691456 47830272 49609672 50819664 51209984 52459008 53361664 56696768 58079616 61282536 63259392 63773696 66376704 67213104 67759552 70037184 74414508 76814976 77439488 79328256 80042496 81710048 84345856 85045152 86816926 87788544 89617472 93382912 95660544 99219344 101639328 102419968 104918016 113393536 116159232 122565072 126518784 130225389 134426208 135519104 140074368 148829016 153629952 154878976 160084992 163420096 170090304 173633852 179234944 186765824 191321088 198438688 203278656 204839936 226787072 232318464 245130144 253037568 260450778 268852416 271038208 280148736 297658032 307259904 326840192 340180608 347267704 358469888 373531648 396877376 406557312 453574144 464636928 490260288 520901556 537704832 542076416 560297472 595316064 614519808 653680384 680361216 694535408 716939776 793754752 813114624 907148288 980520576 1041803112 1075409664 1084152832 1120594944 1190632128 1307360768 1360722432 1389070816 1433879552 1587509504 1626229248 1961041152 2083606224 2150819328 2381264256 2614721536 2721444864 2778141632 3175019008 3252458496 3922082304 4167212448 4301638656 4762528512 5556283264 6350038016 7844164608 8334424896 9525057024 11112566528 16668849792 19050114048 22225133056 33337699584 44450266112 66675399168 133350798336
• Sum of all divisors σ(n): 463191360768
• Sum of proper divisors (its aliquot sum) s(n): 329840562432
• 133350798336 is an abundant number, because the sum of its proper divisors (329840562432) is greater than itself. Its abundance is 196489764096

Bases of 133350798336

• Binary: 1111100001100010100111011010000000000₂
• Hexadecimal: 0x1F0C53B400
• Base-36: 1P9DMEIO

Squares and roots of 133350798336

• 133350798336 squared (133350798336²) is 17782435416848540368896
• 133350798336 cubed (133350798336³) is 2371301959195113803388605542957056
• The square root of 133350798336 is 365172.2858268409
• The cube root of 133350798336 is 5108.9525994897

Scales and comparisons

• 133,350,798,336 seconds is equal to 4,240 years, 7 weeks, 3 days, 25 minutes, 36 seconds.
• To count from 1 to 133,350,798,336 would take you about eight thousand, four hundred eighty 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 133350798336 cubic inches would be around 425.7 feet tall.

Recreational maths with 133350798336

• 133350798336 backwards is 633897053331
• 133350798336 is a Harshad number.
• The number of decimal digits it has is: 12
• The sum of 133350798336's digits is 51
• More coming soon!