29706995433472

Names of 29706995433472

• Cardinal: 29706995433472 can be written as Twenty-nine trillion, seven hundred six billion, nine hundred ninety-five million, four hundred thirty-three thousand, four hundred seventy-two.

Scientific notation

• Scientific notation: 2.9706995433472 × 10¹³

Factors of 29706995433472

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 21
• Sum of prime factors: 2816

Divisors of 29706995433472

• Number of divisors d(n): 408
• Complete list of divisors:
  1 2 4 7 8 14 16 17 28 32 34 49 56 64 68 98 112 119 128 136 196 211 224 238 256 272 392 422 448 476 512 544 784 833 844 896 952 1024 1088 1477 1568 1666 1688 1792 1904 2048 2176 2579 2954 3136 3332 3376 3584 3587 3808 4096 4352 5158 5908 6272 6664 6752 7168 7174 7616 8192 8704 10316 10339 11816 12544 13328 13504 14336 14348 15232 16384 17408 18053 20632 20678 23632 25088 25109 26656 27008 28672 28696 30464 32768 34816 36106 41264 41356 43843 47264 50176 50218 53312 54016 57344 57392 60928 65536 69632 72212 82528 82712 87686 94528 100352 100436 106624 108032 114688 114784 121856 126371 139264 144424 165056 165424 175372 175763 189056 200704 200872 213248 216064 229376 229568 243712 252742 278528 288848 306901 330112 330848 350744 351526 378112 401408 401744 426496 432128 458752 459136 487424 505484 544169 557056 577696 613802 660224 661696 701488 703052 756224 802816 803488 852992 864256 918272 974848 1010968 1088338 1114112 1155392 1227604 1320448 1323392 1402976 1406104 1512448 1605632 1606976 1705984 1728512 1836544 1949696 2021936 2148307 2176676 2310784 2455208 2640896 2646784 2805952 2812208 3024896 3211264 3213952 3411968 3457024 3673088 3809183 3899392 4043872 4296614 4353352 4621568 4910416 5281792 5293568 5611904 5624416 6049792 6427904 6823936 6914048 7346176 7618366 7798784 8087744 8593228 8706704 9243136 9250873 9820832 10563584 10587136 11223808 11248832 12099584 12855808 13647872 13828096 14692352 15236732 16175488 17186456 17413408 18486272 18501746 19641664 21127168 21174272 22447616 22497664 24199168 25711616 26664281 27295744 29384704 30473464 32350976 34372912 34826816 36972544 37003492 39283328 42254336 42348544 44895232 44995328 48398336 51423232 53328562 54591488 58769408 60946928 64701952 64756111 68745824 69653632 73945088 74006984 78566656 84508672 84697088 89790464 89990656 96796672 102846464 106657124 117538816 121893856 129403904 129512222 137491648 139307264 147890176 148013968 157133312 169017344 169394176 179580928 179981312 205692928 213314248 235077632 243787712 258807808 259024444 274983296 278614528 295780352 296027936 314266624 338788352 359161856 359962624 411385856 426628496 453292777 487575424 517615616 518048888 549966592 557229056 591560704 592055872 628533248 677576704 718323712 719925248 822771712 853256992 906585554 975150848 1035231232 1036097776 1099933184 1114458112 1183121408 1184111744 1257066496 1436647424 1439850496 1645543424 1706513984 1813171108 1950301696 2070462464 2072195552 2199866368 2228916224 2368223488 2514132992 2873294848 2879700992 3413027968 3626342216 3900603392 4140924928 4144391104 4399732736 4457832448 4736446976 5028265984 5759401984 6826055936 7252684432 7801206784 8281849856 8288782208 8799465472 8915664896 9472893952 10056531968 11518803968 13652111872 14505368864 15602413568 16577564416 17598930944 17831329792 18945787904 20113063936 27304223744 29010737728 31204827136 33155128832 35197861888 35662659584 37891575808 54608447488 58021475456 62409654272 66310257664 70395723776 75783151616 109216894976 116042950912 124819308544 132620515328 140791447552 151566303232 218433789952 232085901824 249638617088 265241030656 303132606464 436867579904 464171803648 530482061312 606265212928 873735159808 928343607296 1060964122624 1747470319616 1856687214592 2121928245248 3713374429184 4243856490496 7426748858368 14853497716736 29706995433472
• Sum of all divisors σ(n): 73554549608160
• Sum of proper divisors (its aliquot sum) s(n): 43847554174688
• 29706995433472 is an abundant number, because the sum of its proper divisors (43847554174688) is greater than itself. Its abundance is 14140558741216

Bases of 29706995433472

• Binary: 110110000010010110010111010010000000000000000₂
• Hexadecimal: 0x1B04B2E90000
• Base-36: AJ37E2HOG

Squares and roots of 29706995433472

• 29706995433472 squared (29706995433472²) is 882505577684326261177974784
• 29706995433472 cubed (29706995433472³) is 26216589166281849589163064103753165570048
• The square root of 29706995433472 is 5450412.4094853593
• The cube root of 29706995433472 is 30970.8346690751

Scales and comparisons

• 29,706,995,433,472 seconds is equal to 944,590 years, 29 weeks, 2 days, 15 hours, 57 minutes, 52 seconds.
• To count from 1 to 29,706,995,433,472 would take you about two million, three hundred sixty-one thousand, four hundred seventy-six 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 29706995433472 cubic inches would be around 2580.9 feet tall.

Recreational maths with 29706995433472

• 29706995433472 backwards is 27433459960792
• The number of decimal digits it has is: 14
• The sum of 29706995433472's digits is 70
• More coming soon!