1. What's their greatest common divisor?

2. That's their greatest common divisor.

3. The divisor is subtracted from the dividend.

4. We divide both by their common divisor.

5. For example, while writing a division function, you're confident the divisor shouldn't be zero, you Assert divisor is not equal to zero

6. Both of these functions are examples of divisor functions.

7. When you divide 21 by 7 is the divisor.

8. Equivalently, a graph is Aperiodic if the greatest common divisor of the lengths of its cycles is one; this greatest common divisor for a …

9. First if B is zero then A is a common divisor of both A and B and otherwise you compute the greatest common divisor of.

10. And the thing out front is called the divisor.

11. Work out dividend or divisor according to the rules.

12. What is the greatest common divisor of 21 and 30?

13. Basic example: Euclidean algorithm for finding the Greatest Common Divisor

14. The greatest common divisor of 24 and 30 is 6

15. The common divisor pact is the most important self - government regulation.

16. So we multiplied both the divisor and the dividend by 100.

17. What is the greatest common divisor of twenty- five and twenty?

18. In this paper , we study the zero - divisor semigroups of tournaments.

19. Chunking is repeated subtraction of the divisor and multiples of the divisor – in other words, working out how many groups of a number fit into another number.

20. Welcome to the greatest common divisor or greatest common factor video.

21. Lets say that it has no 5's in the divisor.

22. So we have a divisor of 6 and a dividend of 24158.

23. We're asked, " What is the greatest common divisor of 20 and 40? "

24. Divide the dividend by the quotient, if you can get the divisor right.

25. Note that the divisor for a single month is √12, and not 12.

26. Is it possible for the divisor in a division operation to be zero?

27. This operation only allowed for ( integer ) and the divisor must not be ( zero ).

28. Use Euclid's algorithm to compute the greatest common divisor of 7735 and 4

29. So you have to say that um no proper divisor is a perfect number.

30. The divisor problem in additive square complements is studyied, which improves results ever deduced.

31. In division operations, the divisor cannot be zero if the dividend is not zero.

32. And " greatest common divisor " sounds like a very fancy term, but it's really just saying:

33. The Euclidean algorithm for computing the greatest common divisor of two integers is one example.

34. In this paper, we will completely characterize all power endomorphisms of rings without zero divisor.

35. In our example the divisor is divisible by 1000, which leads to three unchanged digits.

36. In 4 divided by the number 2 is the divisor and 4 is the dividend.

37. Please tell me how to work out the divisor and how to work out the dividend.

38. The remainder of this division is multiplied by 60 , and is divided by the same divisor .

39. In Verilog HDL code , division is improved by quantizing the divisor, which makes hardware realization easy.

40. The remainder of this division is multiplied by 30 , and the product divided by the same divisor .

41. The sign is written ‰, which looks like a percent sign (%) with an extra zero in the divisor.

42. A divisor D is an element of the free abelian group on the points of the surface.

43. And remember, we can only do this because the greatest common divisor of a and p equals 1.

44. Signifying an exact divisor or factor of a quantity Familiarity information: Aliquot used as an adjective is very rare.

45. Aliquot definition: of, signifying , or relating to an exact divisor of a quantity or number Meaning, pronunciation, translations and examples

46. Adjective having the same measure or divisor: The numbers 6 and 9 are Commensurable since they are divisible by 3

47. An integer that is an exact divisor of some quantity Familiarity information: Aliquot used as a noun is very rare

48. The Abundancy of a number n is defined as the ratio sigma(n)/n, where sigma(n) is the divisor function

49. (Mathematics) maths of, signifying, or relating to an exact divisor of a quantity or number: 3 is an Aliquot part of 12.

50. In this section we will look at the Basic program for finding the greatest common divisor (or GCD) of two natural numbers

51. If there are several flights that depart from one airport then the greatest common divisor of their flight numbers should be equal to

52. By using the row elementary opration the matrix method of calculating the greatest common divisor of several polynomials is given with concrete applications.

53. To Correct the error, do any of the following: Make sure the divisor in the function or formula isn’t zero or a blank cell

54. This is done by dividing the accumulated pension capital by an annuity divisor which reflects the expected number of years as an old-age pensioner.

55. Algorithm definition, a set of rules for solving a problem in a finite number of steps, as the Euclidean Algorithm for finding the greatest common divisor

56. The method of finding radius of oil-drop anda new method and programme of finding the greatest common divisor of Q (K) under the condition of errors are given in this paper.

57. For example, if the total adjusted market cap of the 500 component stocks is US$13 trillion and the Divisor is set at 8.933 billion, then the S&P 500 Index value would be 1,455.28.

58. If \(G = \langle g\rangle\) is a Cyclic group of order \(n\) then for each divisor \(d\) of \(n\) there exists exactly one subgroup of order \(d\) and it can be generated by \(a^{n/d}\).

59. Conjunto ordenado y finito de operaciones que permite hallar la solución de un problema: por el Algoritmo de Euclides se calcula el máximo común divisor de dos números

60. Maths of, signifying, or relating to an exact divisor of a quantity or number 3 is an Aliquot part of 12 Compare aliquant consisting of equal quantities the sample was divided into five Aliquot parts

61. Algorithm definition is - a procedure for solving a mathematical problem (as of finding the greatest common divisor) in a finite number of steps that frequently involves repetition of an operation; broadly : a step-by-step procedure for solving a problem or accomplishing some end

62. A4 is the smallest group demonstrating that the converse of Lagrange's theorem is not true in general: given a finite group G and a divisor d of |G|, there does not necessarily exist a subgroup of G with order d: the group G = A4 has no subgroup of order 6.

63. Etymology: Medieval Latin Aliquotus, from Latin aliquot some, several, from alius other + quot how many -- more at ELSE, QUOTE Date: 1570 1 : contained an exact number of times in something else -- used of a divisor or part <5 is an aliquot part of 15> <an aliquot portion of a solution> 2 : FRACTIONAL <an aliquot part of invested capital>

64. Etymology: Medieval Latin Aliquotus, from Latin aliquot some, several, from alius other + quot how many -- more at ELSE, QUOTE Date: 1570 1 : contained an exact number of times in something else -- used of a divisor or part <5 is an aliquot part of 15> <an aliquot portion of a solution> 2 : FRACTIONAL <an aliquot part of invested capital>

65. The number of beads also vary depending on the different religions, Islamic prayer beads "Tesbih", "Tasbih" or "Misbaha" usually have either ninety nine or thirty three beads, Buddhists and Hindu Brahmanists use "Japa Mala" usually consisting 27 bead malas, a divisor of 108, whereas Baha'i prayer beads consist of either 95 beads or 19 beads strung with the addition of five beads below.