Приклади вживання A real number Англійська мовою та їх переклад на Українською
{-}
-
Colloquial
-
Ecclesiastic
-
Computer
That was a real number.
A real number(floating point).
And it was a real number.
Normally each element of a random vector is a real number.
Targeting a real number.
Like a real number that has.
Is this even a real number?
Key Difference: A real number is a number that can take any value on the number line.
Which you can store a real number.
Square root of -1 is also not a real number, and therefore it is referred to as an imaginary number. .
Definition: the Root- degree of a real number is called a number, and the degree of which is equal to.
Float is a type of variable in which you can store a real number.
And is that a real number?
Think for a second, have a real number in your mind.
To avoid the integer overflow,compute the sum using real variables and output the result as a real number.
Percent f is for a floating point number, like a real number that has a decimal point in it, which is of course not an integer.
Using slightly different terminology,[15] a real number is constructible if and only if it lies in a field at the top of a finite tower of quadratic extensions, starting with the rational field ℚ.
This notion of derivative is a generalization of the ordinary derivative of a function on the real numbers f: R→ R since the linear maps from R to R are just multiplication by a real number.
Regression tree analysis is when thepredicted outcome can be considered a real number(e.g. the price of a house, or a patient's length of stay in a hospital).
This new arrow represents the vector a- b, as illustrated below: A vector may also be multiplied,or re-scaled, by a real number r.
The freshman's dream is a name sometimes given to the erroneous equation(x+ y)n= xn+ yn,where n is a real number(usually a positive integer greater than 1).
For example, the degree of membership of a person in the set of"tall people" is more flexible than a simple yes or no answer andcan be a real number such as 0.75.
The real numbers are every number that most people are familiar with, including irrational numbers, including transcendental numbers, including fractions--every number is a real number.
In 1859 Bernhard Riemann used complex analysis and a special meromorphic function now known as the Riemann zeta function to derive an analytic expression for the number of primesless than or equal to a real number x.