Examples of using Positive integer such in English and their translations into Tagalog
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Ecclesiastic
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Colloquial
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Computer
Prove that exists a positive integer such that.
But it is not hard to show that, for every polynomial t(B) and for every integer s,there is a positive integer such that.
Prove that there exists positive integer such that. S.
Find the minimum positive integer such that there exists a function from the set of all integers to with the property that whenever.
Prove that there exists a positive integer such that.
(i) There is a positive integer such that after steps all lamps are ON again.
Prove that if there exists a positive integer such that then.
Does there exist a positive integer such that the first decimal digits after the dot of that number's square root are exactly those given digits.
Therefore, for each there exists a positive integer such that.
Does there exist a positive integer such that has exactly 2000 prime divisors and divides?
Define to be a power of if there exists a positive integer such that.
Show that there is a positive integer such that for each in, where denotes the composition times. S.
Let be the decimal representation of a prime positive integer such that and.
Find the least positive integer such that when its leftmost digit is deleted, the resulting integer is 1/29 of the original integer. .
Let be a function such that Show that there exists a positive integer such that and.
Prove that if is a positive integer such that the equation has a solution in integers, then it has at least three such solutions.
Supposed that when are determined for certain integers by there existed positive integer such that and.
That is, there exists a positive integer such that is a divisor of.
Find the minimal positive integer such that there exists a finite set of distinct positive integers satisfying the following two conditions.
For all positive integer find the smallest positive integer such that sets exist satisfying.
Find the minimum positive integer such that for any subset(with elements) of set, there exist four pairwise distinct elements in whose sum is.
Define a positive integer to be a factorial tail if there is some positive integer such that the decimal representation of ends with exactly zeroes.
If is a positive integer such that has positive divisors and has positive divisors, then how many positive divisors does have?
Prove that for each positive integer there exists a positive integer such that the equation has exactly solutions in the set of positive integers. .
Find the least positive integer such that no matter how is expressed as the product of any two positive integers, at least one of these two integers contains the digit.
Given two positive integers and,find the smallest positive integer such that among any people, either there are of them who form pairs of mutually acquainted people or there are of them forming pairs of mutually unacquainted people.
Find the smallest positive integer such that if squares of a chessboard are colored, then there will exist three colored squares whose centers form a right triangle with sides parallel to the edges of the board.
Let and be two positive integers such that divides.
Let and be positive integers such that.
Let ne positive integers such that does not divide or.