Mga halimbawa ng paggamit ng Relatively prime sa Ingles at ang kanilang mga pagsasalin sa Tagalog
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Computer
Given that andthat where and are relatively prime positive integers.
S 2 For any positive integer the sum is written in the form,where and are relatively prime.
Given that, where and are relatively prime positive integers, find.
The common ratio of the original series is where and are relatively prime integers.
The volume of is,where and are relatively prime positive integers.
Let be the set of positive integers in which the greatest andsmallest elements are relatively prime.
The slope of the line is where and are relatively prime positive integers.
Find the smallest integer such that each-element subset of contains five numbers which are pairwise relatively prime.
Note that none of the numbers can be pairwise relatively prime or they will paint the same picket at some point.
Thus, you want to find all the different numbers you can jump around that are relatively prime to. That is.
Given that the width andthe height of the rectangle are relatively prime positive integers, find the perimeter of the rectangle.
The equation has exactly two real roots, one of which is where and are integers,and are relatively prime, and Find.
The perimeter of rectangle is,where and are relatively prime positive integers.
Two runners start running along a circular track of unit length from the same starting point and int he same sense, with constant speeds and respectively, where andare two distinct relatively prime natural numbers.
The ratio can be written in the form,where and are relatively prime positive integers.
The sides of the triangle have lengths and andthe tangent of angle is where and are relatively prime positive integers.
The area of this region is square miles,where and are relatively prime positive integers.
Given that the probability each guest got one roll of each type is,where and are relatively prime integers, find.
Given that the area of the graph of is,where and are relatively prime positive integers, find.
The minimum value of the area of can be written in the form,where and are relatively prime positive integers.
The probability that the bag will be emptied is where and are relatively prime positive integers.
The length of is and the area of octagon is where and are relatively prime positive integers.
Point is on with Point is on such that Given that where and are relatively prime positive integers, find.
Given that the probability of obtaining face is,where and are relatively prime positive integers, find.
The x-coordinates of the three vertices have a sum of,where and are relatively prime positive integers.
The sum o f the absolute values of all possible slopes for is where and are relatively prime positive integers.
The length of the radius of either circle can be expressed as,where and are relatively prime positive integers.
The probability that no two teams win the same number of games is where and are relatively prime positive integers.
Given that the probability that the circle will not touch diagonal is,where and are relatively prime positive integers.
The ratio of the volume of the smaller tetrahedron to that of the larger is,where and are relatively prime positive integers.