13710504960

Names of 13710504960

• Cardinal: 13710504960 can be written as Thirteen billion, seven hundred ten million, five hundred four thousand, nine hundred sixty.

Scientific notation

• Scientific notation: 1.371050496 × 10¹⁰

Factors of 13710504960

• Number of distinct prime factors ω(n): 5
• Total number of prime factors Ω(n): 17
• Sum of prime factors: 110

Divisors of 13710504960

• Number of divisors d(n): 528
• Complete list of divisors:
  1 2 3 4 5 6 8 9 10 12 15 16 18 20 24 27 30 32 36 40 41 45 48 54 59 60 64 72 80 82 90 96 108 118 120 123 128 135 144 160 164 177 180 192 205 216 236 240 246 256 270 288 295 320 328 354 360 369 384 410 432 472 480 492 512 531 540 576 590 615 640 656 708 720 738 768 820 864 885 944 960 984 1024 1062 1080 1107 1152 1180 1230 1280 1312 1416 1440 1476 1536 1593 1640 1681 1728 1770 1845 1888 1920 1968 2124 2160 2214 2304 2360 2419 2460 2560 2624 2655 2832 2880 2952 3072 3186 3280 3362 3456 3540 3690 3776 3840 3936 4248 4320 4428 4608 4720 4838 4920 5043 5120 5248 5310 5535 5664 5760 5904 6372 6560 6724 6912 7080 7257 7380 7552 7680 7872 7965 8405 8496 8640 8856 9216 9440 9676 9840 10086 10496 10620 11070 11328 11520 11808 12095 12744 13120 13448 13824 14160 14514 14760 15104 15129 15360 15744 15930 16810 16992 17280 17712 18880 19352 19680 20172 20992 21240 21771 22140 22656 23040 23616 24190 25215 25488 26240 26896 27648 28320 29028 29520 30208 30258 31488 31860 33620 33984 34560 35424 36285 37760 38704 39360 40344 41984 42480 43542 44280 45312 45387 46080 47232 48380 50430 50976 52480 53792 56640 58056 59040 60416 60516 62976 63720 65313 67240 67968 69120 70848 72570 75520 75645 77408 78720 80688 84960 87084 88560 90624 90774 94464 96760 99179 100860 101952 104960 107584 108855 113280 116112 118080 121032 125952 127440 130626 134480 135936 138240 141696 145140 151040 151290 154816 157440 161376 169920 174168 177120 181248 181548 188928 193520 198358 201720 203904 209920 215168 217710 226560 226935 232224 236160 242064 254880 261252 268960 271872 283392 290280 297537 302080 302580 309632 314880 322752 326565 339840 348336 354240 363096 377856 387040 396716 403440 407808 430336 435420 453120 453870 464448 472320 484128 495895 509760 522504 537920 543744 566784 580560 595074 605160 619264 629760 645504 653130 679680 696672 708480 726192 774080 793432 806880 815616 860672 870840 892611 906240 907740 928896 944640 968256 991790 1019520 1045008 1075840 1133568 1161120 1190148 1210320 1238528 1291008 1306260 1359360 1393344 1416960 1452384 1487685 1548160 1586864 1613760 1631232 1721344 1741680 1785222 1815480 1857792 1889280 1936512 1983580 2039040 2090016 2151680 2322240 2380296 2420640 2477056 2582016 2612520 2677833 2718720 2786688 2833920 2904768 2975370 3096320 3173728 3227520 3483360 3570444 3630960 3715584 3873024 3967160 4078080 4180032 4303360 4463055 4644480 4760592 4841280 5164032 5225040 5355666 5573376 5667840 5809536 5950740 6192640 6347456 6455040 6966720 7140888 7261920 7431168 7746048 7934320 8156160 8360064 8606720 8926110 9288960 9521184 9682560 10450080 10711332 11146752 11619072 11901480 12385280 12694912 12910080 13389165 13933440 14281776 14523840 15492096 15868640 16720128 17852220 18577920 19042368 19365120 20900160 21422664 22293504 23238144 23802960 25389824 25820160 26778330 27866880 28563552 29047680 31737280 33440256 35704440 37155840 38084736 38730240 41800320 42845328 46476288 47605920 50779648 53556660 55733760 57127104 58095360 63474560 66880512 71408880 76169472 77460480 83600640 85690656 95211840 101559296 107113320 111467520 114254208 116190720 126949120 142817760 152338944 167201280 171381312 190423680 214226640 228508416 232381440 253898240 285635520 304677888 334402560 342762624 380847360 428453280 457016832 507796480 571271040 685525248 761694720 856906560 914033664 1142542080 1371050496 1523389440 1713813120 2285084160 2742100992 3427626240 4570168320 6855252480 13710504960
• Sum of all divisors σ(n): 50788526400
• Sum of proper divisors (its aliquot sum) s(n): 37078021440
• 13710504960 is an abundant number, because the sum of its proper divisors (37078021440) is greater than itself. Its abundance is 23367516480

Bases of 13710504960

• Binary: 1100110001001101011011010000000000₂
• Hexadecimal: 0x33135B400
• Base-36: 6AQVPC0

Squares and roots of 13710504960

• 13710504960 squared (13710504960²) is 187977946258184601600
• 13710504960 cubed (13710504960³) is 2577272564543453420832423936000
• The square root of 13710504960 is 117091.8654732257
• The cube root of 13710504960 is 2393.4139431385

Scales and comparisons

• 13,710,504,960 seconds is equal to 435 years, 49 weeks, 3 days, 9 hours, 36 minutes.
• To count from 1 to 13,710,504,960 would take you about eight hundred seventy-one 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 13710504960 cubic inches would be around 199.5 feet tall.

Recreational maths with 13710504960

• 13710504960 backwards is 06940501731
• 13710504960 is a Harshad number.
• The number of decimal digits it has is: 11
• The sum of 13710504960's digits is 36
• More coming soon!