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There can be no such number. On a number line there are infinitely many numbers between any two numbers. So if you think that x1 is the number after 3/4 you would be wrong because 0.5*(3/4 + x1) is bigger than 3/4 and is nearer than x1. If you call this number x2 then 0.5*(3/4 + x2) is bigger than 3/4 and is nearer still. And this sequence of x1, x2, x3, ... can go on forever with each number being bigger than 3/4 (and so after) but each one nearer to 3/4 than others before it.

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Q: What is after three fourths on a number line?
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