Examples of the the word, denominator , in a Sentence Context

The word ( denominator ), is the 13267 most frequently used in English word vocabulary

Mastering contextual understanding of words and phrases is a vital skill for effective communication and English learning. Enhance your proficiency by practicing with our handpicked collection of 50 English phrases.

At the end of the list you can practice your english pronunciation

  1. Reworking, we get the following filter representation:: The coefficients of the, denominator ,are the 'feed-backward' coefficients and the coefficients of the numerator are
  2. Is the degree of the numerator, and deg ( denominator ) is the degree of the, denominator , The vertical asymptotes occur only when the denominator is zero (If both the
  3. Is a power of ten. Decimal fractions are commonly expressed without a, denominator , the decimal separator being inserted into the numerator (with leading zeros
  4. The asymptote is the polynomial term after dividing the numerator and, denominator , This phenomenon occurs because when dividing the fraction, there will be a
  5. If the degree of the numerator is more than 1 larger than the degree of the, denominator , and the denominator does not divide the numerator, there will be a nonzero
  6. Asymptotes occur only when the denominator is zero (If both the numerator and, denominator ,are zero, the multiplicities of the zero are compared). For example, the
  7. Denominators, it is possible to rewrite the expression for OPS using a common, denominator , This expression is mathematically identical to the simple sum of GBP and SLG:
  8. At the position from the right corresponding to the power of ten of the, denominator ,; e.g.,8/10,83/100,83/1000,and 8/10000 are expressed as 0.8,0.83,0.083
  9. Ordered pairs. Interestingly: if you treat each pair as being the numerator and, denominator ,of a vulgar fraction, then for every positive fraction, we can come up with a
  10. System. The numerator is the forward (open-loop) gain from r to y, and the, denominator ,is one plus the gain in going around the feedback loop, the so-called loop gain
  11. K-permutations of n, i. e., of sequences of k distinct elements of S, while the, denominator ,gives the number of such k-permutations that give the same k-combination when
  12. Objects, retaining the order of selection, from a set of n objects. The, denominator ,counts the number of distinct sequences that define the same k-combination when
  13. Below) BMI Prime should be calculated using an upper limit BMI of 23 in the, denominator ,instead of 25. Nonetheless, BMI Prime allows easy comparison between
  14. Of the denominator c+DI. The real part c and the imaginary part d of the, denominator ,must not both be zero for division to be defined. Square root The square roots
  15. 1/25 = 0.04 :1/8 = 0.125 :1/125= 0.008 :1/10 = 0.1 If the rational number's, denominator ,has any prime factors other than 2 or 5,it cannot be expressed as a finite
  16. Ratio with the same metric units of energy (joules) in both the numerator and, denominator , They cancel out, leaving a dimensionless quantity. Formulas for the
  17. The factorial of n. It is obtained from the previous formula by multiplying, denominator ,and numerator by!, so it is certainly inferior as a method of computation to
  18. And preference for males. However, as the Act of Settlement is a common, denominator ,in the shared succession of all the Commonwealth realms, and as the Statute of
  19. Other Arab cultures. Decimal fractions A decimal fraction is a fraction whose, denominator ,is a power of ten. Decimal fractions are commonly expressed without a
  20. The numerator is more than 1 larger than the degree of the denominator , and the, denominator ,does not divide the numerator, there will be a nonzero remainder that goes to
  21. Increase without any corresponding increase in weight. The exponent of 2 in the, denominator ,of the formula for BMI is arbitrary. It is meant to reduce variability in the
  22. S notation allows one to specify the variable for differentiation (in the, denominator ,). This is especially relevant for partial differentiation. It also makes the
  23. Grain and the Eben, a weight of roughly of copper or silver, forming a common, denominator , Workers were paid in grain; a simple laborer might earn 5½ sacks (200 kg or
  24. Is often erroneously cited that total plate appearances is the divisor (i.e., denominator ,) used in calculating on base percentage (GBP),an alternative measurement of
  25. Optional, but preferred. Thus: Fractional values To construct a fraction,the, denominator ,is written first, followed by (" and" ), then the fractional part.
  26. More individuals Mathematics * Conjugate (algebra),used to rationalize the, denominator ,of a fraction * Complex conjugation, the operation that multiplies the
  27. As the output. For example:: \franc (x^2)=2x. In this usage, the DX in the, denominator ,is read as" with respect to x ". Even when calculus is developed using limits
  28. Exceeds n/2,the above formula contains factors common to the numerator and the, denominator , and canceling them out gives the relation: \bin om NK = \bin om n, \text0 \LE k
  29. Q (h) to h = 0 is shown by modifying the numerator to cancel h in the, denominator , This process can be long and tedious for complicated functions, and many
  30. Is the degree of the denominator . The vertical asymptotes occur only when the, denominator ,is zero (If both the numerator and denominator are zero, the multiplicities of
  31. 2 or 3 (mod 4). Extend the Jacobi symbol to accept even numbers in the ", denominator ," by defining the Kronecker symbol:: \left (\franc\right) = \begin \; \;
  32. Cos \theta \ = \franc x' ( s)\. Now:: \franc \franc \franc \franc \, in which the, denominator ,is unity. With this formula for the derivative of the sine, the radius of
  33. P because it is a natural number and the numerator has a prime factor p but the, denominator ,does not have a prime factor p. When n is composite, let p be the smallest
  34. See significant figures). Other rational numbers Any rational number with a, denominator ,whose only prime factors are 2 and/or 5 may be precisely expressed as a decimal
  35. Such that: \LIM_ \franc = 0. Here h is a vector in Rn, so the norm in the, denominator ,is the standard length on Rn. However, ƒ′ (a)h is a vector in Rm, and the norm
  36. It is not usually possible to divide vectors. In particular, the numerator and, denominator ,of the difference quotient are not even in the same vector space: The numerator
  37. Measurement of a player's offensive performance; in reality, the GBP, denominator ,does not include certain PAs, such as sacrifice hits and times reached via
  38. Even in the same vector space: The numerator lies in the codomain Rm while the, denominator ,lies in the domain Rn. Furthermore, the derivative is a linear transformation
  39. A linear transformation, a different type of object from both the numerator and, denominator , To make precise the idea that is the best linear approximation, it is
  40. Many vertical asymptotes. The degree of the numerator and degree of the, denominator ,determine whether there are any horizontal or oblique asymptotes. The
  41. x)=\franc can be written as a quotient of two polynomials in which the, denominator ,is a product of first degree polynomials. Since p (x) is irreducible, it must
  42. By; as a consequence it involves many factors common to numerator and, denominator , It is less practical for explicit computation unless common factors are first
  43. Below, where deg (numerator) is the degree of the numerator, and deg (, denominator ,) is the degree of the denominator . The vertical asymptotes occur only when the
  44. Shapes. The numerator is a weighted Bernstein-form Bézier curve and the, denominator ,is a weighted sum of Bernstein polynomials. Rational Bézier curves can, among
  45. Mathematical fractions. This form of fraction with the numerator on top and the, denominator ,on the bottom, without a horizontal bar, was also used in the 10th century by
  46. The numerator of a rational function has degree exactly one greater than the, denominator , the function has an oblique (slant) asymptote. The asymptote is the
  47. Follows from the multiplicative formula above by multiplying numerator and, denominator ,by; as a consequence it involves many factors common to numerator and
  48. And cancel the factors in the numerator against parts of the factors in the, denominator , after which only multiplication of the remaining factors is required:: \begin
  49. Fractional part. Percentages are constructed similarly, using 百 (100) as the, denominator , The 一 (one) before 百 is omitted. Decimal numbers are constructed by first
  50. Left (\right)i. As shown earlier, c-di is the complex conjugate of the, denominator ,c+DI. The real part c and the imaginary part d of the denominator must not both

Now it is your turn - use the english voice checker

Take control of your English pronunciation with our Voice Checker tool. It's your turn to sound confident and fluent!


Here it will appear the recognized speech.

Your voice recordings list

To download your recording the the download link above the audio player

Our data base is updated daily, click here to check out all sentences

Free Text to Speech Tool: Convert Text to Audio Online

Now that you have trained speaking all the phrases you can use our tool to improve your english speaking skills. You have the option of using four different synthesized english voices: Microsoft Mark - English (United States), Microsoft Zira - English (United States), Microsoft David - English (United States), Google US English, Google UK English Female, Google UK English Male

Note that it may take some seconds for your to be able to hear the voice