Examples of using An integer in English and their translations into Slovenian
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Financial
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Computer
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Official/political
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Programming
Let n be an integer.
Get an integer somehow from the user.
Please enter an integer valuegt;= %1.
Only an integer value may be entered in this field.
The number of days is too large or not an integer.
People also translate
It is an integer type.
The ratios are usually absolute i.e. an integer number.
Please enter an integer value between %1 and %2.
To assign to each side and to each diagonal an integer number.
Given an integer, define the sequence as follows:.
Let be a set with 2002 elements, and let be an integer with.
If is an integer greater than, prove that is divisible by. 3.
GetInt is kind of straightforward, like get an integer somehow from the user.
Suppose is an integer such that for all and the relation holds.
Prove that for all positive integers the number is also an integer number.
If is an integer that is as large as possible, what is the value of?
If deg_freedom1 or deg_freedom2 is not an integer, it is truncated.
An integer is said to be good if is not the square of an integer. .
Switch selects a case to be executed based on the value of an integer expression.
An integer consists of 7 different digits, and is a multiple of each of its digits.
Lower the number of copies requested or specify an integer number of copies and try again.
The formal oxidation state of an atom in a Lewis structure is always an integer.
An integer sequence is a computable sequence if there exists an algorithm which, given n, calculates an, for all ngt; 0.
To each vertex of a regular pentagon an integer is assigned, so that the sum of all five numbers is positive.
An integer that increments every time an auction achieves no result and is re-run with different parameters- starting at 1.
The Hasse principle for Diophantine equations asserts that an integer solution of a Diophantine equation should be formed by combining solutions obtained modulo each possible prime number.
Let be an integer and let Prove that there do not exist polynomials each having integer coefficients and degree at least one, such that 2.
We know that is an integer because if we multiply out, then is the lead coefficient, so it must be an integer.