133642990740673797120000
133,642,990,740,673,797,120,000 is an even composite number composed of five prime numbers multiplied together.
What does the number 133642990740673797120000 look like?
This visualization shows the relationship between its 5 prime factors (large circles) and 1260 divisors.
133642990740673797120000 is an even composite number. It is composed of five distinct prime numbers multiplied together. It has a total of one thousand, two hundred sixty divisors.
Prime factorization of 133642990740673797120000:
213 × 32 × 54 × 172 × 10035427385251
(2 × 2 × 2 × 2 × 2 × 2 × 2 × 2 × 2 × 2 × 2 × 2 × 2 × 3 × 3 × 5 × 5 × 5 × 5 × 17 × 17 × 10035427385251)See below for interesting mathematical facts about the number 133642990740673797120000 from the Numbermatics database.
Names of 133642990740673797120000
- Cardinal: 133642990740673797120000 can be written as One hundred thirty-three sextillion, six hundred forty-two quintillion, nine hundred ninety quadrillion, seven hundred forty trillion, six hundred seventy-three billion, seven hundred ninety-seven million, one hundred twenty thousand.
Scientific notation
- Scientific notation: 1.3364299074067379712 × 1023
Factors of 133642990740673797120000
- Number of distinct prime factors ω(n): 5
- Total number of prime factors Ω(n): 22
- Sum of prime factors: 10035427385278
Divisors of 133642990740673797120000
- Number of divisors d(n): 1260
-
Complete list of divisors:
1 2 3 4 5 6 8 9 10 12 15 16 17 18 20 24 25 30 32 34 36 40 45 48 50 51 60 64 68 72 75 80 85 90 96 100 102 120 125 128 136 144 150 153 160 170 180 192 200 204 225 240 250 255 256 272 288 289 300 306 320 340 360 375 384 400 408 425 450 480 500 510 512 544 576 578 600 612 625 640 680 720 750 765 768 800 816 850 867 900 960 1000 1020 1024 1088 1125 1152 1156 1200 1224 1250 1275 1280 1360 1440 1445 1500 1530 1536 1600 1632 1700 1734 1800 1875 1920 2000 2040 2048 2125 2176 2250 2304 2312 2400 2448 2500 2550 2560 2601 2720 2880 2890 3000 3060 3072 3200 3264 3400 3468 3600 3750 3825 3840 4000 4080 4096 4250 4335 4352 4500 4608 4624 4800 4896 5000 5100 5120 5202 5440 5625 5760 5780 6000 6120 6144 6375 6400 6528 6800 6936 7200 7225 7500 7650 7680 8000 8160 8192 8500 8670 8704 9000 9216 9248 9600 9792 10000 10200 10240 10404 10625 10880 11250 11520 11560 12000 12240 12288 12750 12800 13005 13056 13600 13872 14400 14450 15000 15300 15360 16000 16320 17000 17340 17408 18000 18432 18496 19125 19200 19584 20000 20400 20480 20808 21250 21675 21760 22500 23040 23120 24000 24480 24576 25500 25600 26010 26112 27200 27744 28800 28900 30000 30600 30720 31875 32000 32640 34000 34680 34816 36000 36125 36864 36992 38250 38400 39168 40000 40800 40960 41616 42500 43350 43520 45000 46080 46240 48000 48960 51000 51200 52020 52224 54400 55488 57600 57800 60000 61200 61440 63750 64000 65025 65280 68000 69360 69632 72000 72250 73728 73984 76500 76800 78336 80000 81600 83232 85000 86700 87040 90000 92160 92480 95625 96000 97920 102000 102400 104040 104448 108375 108800 110976 115200 115600 120000 122400 122880 127500 128000 130050 130560 136000 138720 139264 144000 144500 147968 153000 153600 156672 160000 163200 166464 170000 173400 174080 180000 180625 184320 184960 191250 192000 195840 204000 204800 208080 208896 216750 217600 221952 230400 231200 240000 244800 255000 256000 260100 261120 272000 277440 288000 289000 295936 306000 307200 313344 320000 325125 326400 332928 340000 346800 348160 360000 361250 368640 369920 382500 384000 391680 408000 416160 417792 433500 435200 443904 460800 462400 480000 489600 510000 512000 520200 522240 541875 544000 554880 576000 578000 591872 612000 614400 626688 640000 650250 652800 665856 680000 693600 696320 720000 722500 739840 765000 768000 783360 816000 832320 867000 870400 887808 921600 924800 960000 979200 1020000 1024000 1040400 1044480 1083750 1088000 1109760 1152000 1156000 1183744 1224000 1253376 1280000 1300500 1305600 1331712 1360000 1387200 1440000 1445000 1479680 1530000 1536000 1566720 1625625 1632000 1664640 1734000 1740800 1775616 1843200 1849600 1920000 1958400 2040000 2080800 2088960 2167500 2176000 2219520 2304000 2312000 2367488 2448000 2560000 2601000 2611200 2663424 2720000 2774400 2880000 2890000 2959360 3060000 3072000 3133440 3251250 3264000 3329280 3468000 3481600 3551232 3699200 3840000 3916800 4080000 4161600 4335000 4352000 4439040 4608000 4624000 4896000 5120000 5202000 5222400 5326848 5440000 5548800 5760000 5780000 5918720 6120000 6266880 6502500 6528000 6658560 6936000 7102464 7398400 7680000 7833600 8160000 8323200 8670000 8704000 8878080 9216000 9248000 9792000 10404000 10444800 10653696 10880000 11097600 11520000 11560000 11837440 12240000 13005000 13056000 13317120 13872000 14796800 15360000 15667200 16320000 16646400 17340000 17408000 17756160 18496000 19584000 20808000 21307392 21760000 22195200 23040000 23120000 24480000 26010000 26112000 26634240 27744000 29593600 31334400 32640000 33292800 34680000 35512320 36992000 39168000 41616000 43520000 44390400 46080000 46240000 48960000 52020000 52224000 53268480 55488000 59187200 65280000 66585600 69360000 73984000 78336000 83232000 87040000 88780800 92480000 97920000 104040000 106536960 110976000 130560000 133171200 138720000 147968000 156672000 166464000 177561600 184960000 195840000 208080000 221952000 261120000 266342400 277440000 295936000 332928000 369920000 391680000 416160000 443904000 532684800 554880000 665856000 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71276261728359358464 74246105967040998400 77072082318727680000 78613523965102233600 81889087463648160000 83526869212921123200 87007155430126170000 87348359961224704000 89095327160449198080 92486498782473216000 92807632458801248000 98266904956377792000 104408586516151404000 104818031953469644800 106914392592539037696 109185449951530880000 111369158950561497600 115608123478091520000 116009540573501560000 118793769547265597440 122833631195472240000 130510733145189255000 131022539941837056000 133642990740673797120 139211448688201872000 148492211934081996800 154144164637455360000 157227047930204467200 163778174927296320000 167053738425842246400 174014310860252340000 174696719922449408000 178190654320898396160 185615264917602496000 196533809912755584000 208817173032302808000 213828785185078075392 218370899903061760000 222738317901122995200 231216246956183040000 232019081147003120000 245667262390944480000 261021466290378510000 262045079883674112000 267285981481347594240 278422897376403744000 296984423868163993600 314454095860408934400 327556349854592640000 334107476851684492800 348028621720504680000 356381308641796792320 371230529835204992000 393067619825511168000 417634346064605616000 436741799806123520000 445476635802245990400 462432493912366080000 464038162294006240000 491334524781888960000 522042932580757020000 524090159767348224000 534571962962695188480 556845794752807488000 593968847736327987200 655112699709185280000 668214953703368985600 696057243441009360000 742461059670409984000 786135239651022336000 835268692129211232000 873483599612247040000 890953271604491980800 928076324588012480000 982669049563777920000 1044085865161514040000 1069143925925390376960 1113691589505614976000 1310225399418370560000 1336429907406737971200 1392114486882018720000 1484922119340819968000 1572270479302044672000 1670537384258422464000 1781906543208983961600 1856152649176024960000 1965338099127555840000 2088171730323028080000 2227383179011229952000 2620450798836741120000 2672859814813475942400 2784228973764037440000 2969844238681639936000 3341074768516844928000 3712305298352049920000 3930676198255111680000 4176343460646056160000 4454766358022459904000 5345719629626951884800 5568457947528074880000 6682149537033689856000 7424610596704099840000 7861352396510223360000 8352686921292112320000 8909532716044919808000 11136915895056149760000 13364299074067379712000 14849221193408199680000 16705373842584224640000 22273831790112299520000 26728598148134759424000 33410747685168449280000 44547663580224599040000 66821495370336898560000 133642990740673797120000
- Sum of all divisors σ(n): 512462470257704094450036
- Sum of proper divisors (its aliquot sum) s(n): 378819479517030297330036
- 133642990740673797120000 is an abundant number, because the sum of its proper divisors (378819479517030297330036) is greater than itself. Its abundance is 245176488776356500210036
Bases of 133642990740673797120000
- Binary: 111000100110011001101000100010100011110111011001110000001110101100000000000002
- Hexadecimal: 0x1C4CCD1147BB381D6000
- Base-36: LRGCSG5YI12W3K0
Squares and roots of 133642990740673797120000
- 133642990740673797120000 squared (1336429907406737971200002) is 17860448974111822272138051340158920294400000000
- 133642990740673797120000 cubed (1336429907406737971200003) is 2386923816871503082720534855659421650268308494692676272128000000000000
-
The
square root of 133642990740673797120000 is 365572141636.4679683221 -
The
cube root of 133642990740673797120000 is 51126813.8144974755
Scales and comparisons
How big is 133642990740673797120000?- 133,642,990,740,673,797,120,000 seconds is equal to 293,274,701,009 years, 3 weeks, 3 days, 15 hours, 30 minutes, 7 seconds.
-
To count from 1 to 133,642,990,740,673,797,120,000 would take you about two hundred ninety-three billion, two hundred seventy-four million, seven hundred one thousand and nine 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 133642990740673797120000 cubic inches would be around 4260567.8 feet tall.
Recreational maths with 133642990740673797120000
- 133642990740673797120000 backwards is 000021797376047099246331
- 133642990740673797120000 is a
Harshad number . - The number of decimal digits it has is: 24
- The sum of 133642990740673797120000's digits is 90
- More coming soon!
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The information we have on file for 133642990740673797120000 includes mathematical data and numerical statistics calculated using standard algorithms and methods. We are adding more all the time. If there are any features you would like to see, please contact us. Information provided for educational use, intellectual curiosity and fun!
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