Примери коришћења Non-zero на Енглеском и њихови преводи на Српски
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So, non-zero number.
For any real numbers,a, b and non-zero c.
Any non-zero number to the zeroth power you are going to get one.
The amount of information integration falls off, butit's still non-zero.
So zero to any non-zero number, you are going to get zero.
Then there was another train of logic that we already learned,that any non-zero number--.
As long as they're non-zero this is going to be equal to zero.
Rational Numbers- are the quotient terms of two integers with single non-zero denominators.
If it is non-zero, statement is executed and expression is reevaluated.
Rational number is a number that can be expressed in the form of a fraction but with a non-zero denominator.
And, actually, any non-zero number to the 0 power is 1 by that same rationale.
This solution approaches infinity if nx is not an integer multiple of π for any non-zero value of y.
If I take zero to any non-zero number, so to the power of any non-zero--.
Sums and products of analytic functions are analytic, as are quotients as long as the denominator is non-zero.
The expression is evaluated and if it is non-zero, statement is executed and expression is re-evaluated.
In other words, a rational number can be expressed as the quotient of two integers(with a non-zero denominator).
Any incidence matrix with more than two non-zero entries in any row is a representation of a hypergraph.
Every non-zero number x, real or complex, has n different complex number nth roots.
Fifty is the smallest number that is the sum of two non-zero square numbers in two distinct ways: 50= 12+ 72= 52+ 52.
If you take any non-zero number and you raise it to the zeroth power, is-- we have already established that this is--.
Depending on how you plan to stitch the created book,you may need to set a non-zero value in the Binding field.
The non-zero whole numbers that are divisible into 2 1× 2 definitely works, 1 and 2, but there really aren't any others that are divisible into 2.
In general each parity bit covers all bits where the bitwise AND of the parity position andthe bit position is non-zero.
Every non-zero number x, real or complex, has n different complex number nth roots including any positive or negative roots.
An irrational number is just opposite of a rational number,as it cannot be expressed in the form of a fraction with a non-zero denominator.
In this case any two non-zero elements of L and U matrices are parameters of the solution andcan be set arbitrarily to any non-zero value.
The group(Z/pZ)× iscyclic with p- 1 elements for every prime p, and is also written(Z/pZ)* because it consists of the non-zero elements.
Thus the roots are distinct if andonly if the discriminant is non-zero, and the roots are real if and only if the discriminant is non-negative.
Irrational numbers are just opposites of Rational numbers,as they cannot be expressed in the form of a fraction with a non-zero denominator.
Every non-zero number x, real or complex, has n different complex number nth roots including any positive or negative roots, see complex roots below.