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The number of Positive integers x such that 2018, 1998 and x are the sides of a triangle is
As 2018,1998 and x are the side of triangle.
Then sum of two sides should be greater than the third side.
So,$$2018+1998>x$$
or,$$4016>x.$$
revesely,$$1998+x>2018.$$
So, minimum value of X should be 21 .
And maximum value of X should be 4016.
So,x can take$$(4016-21)=3995$$ values.
D is correct choice.
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