Check the properties of a positive integer to enter the number in the search box. If you input two numbers separated by a space, the properties of the pair like GCD are shown. If you separate two numbers by a comma, the sequences containing those numbers are listed.
41 = 41
| Factor | Count |
|---|---|
| 41 | 1 |
6.40312423743284853117074817419052...
3.44821724038273025314538244856521...
0.0243902439024390
101001
6
51
29
| Prime number | No |
| Hexagonal number | No |
| Perfect number | No |
| Deficient number | No |
| Abundant number | No |
| Mersenne number | No |
| Harshad number | No |
| Harmonic divisor number | No |
QR41 (sequence)
-1
Properties of the number 41: 41 has 2 divisors. The divisors of 41 are 1, 41 and the sum of them is 42. The factorization of 41 is 41. The square and cube of 41 are 1681 and 68921 respectively. The square root and cube root of 41 are 6.40312423743284853117074817419052... and 3.44821724038273025314538244856521.... The binary, octal, hexadecimal of 41 are 101001, 51, 29. 41 is not a prime number, not hexagonal number, not perfect number, not deficient number, not Mersenne number, not Mersenne number, not Harshad number, not harmonic divisor number.
-0.15862266880470898833266346628079...
-0.98733927752382644182915782948839...
0.16065669868064283432040895149839...
0.65605902899050727583585285174195...
0.75470958022277201404648394600372...
0.86928673781622667338098153777537...
3.71357206670430795014681280008517...
1.61278385671973545356649992754683...
5.35755200461808378520345286233351...