Let's think something illogical. Consider , A is such a positive integer (illogically) that you can't add or subtract or multiply or divide another integer (it can also be negative) with A where the result gets bigger than A ...for example, you can add -1 with A but you can't add 1 with A.....in that case prove that even after following all those conditions you can find a number bigger than A ( you can also use other missions beside Addition, Subtraction , Multiplication and Division)
N.B. : I am sharing my thought in the comment section......Give your own unique logic.....
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Comments
If you start counting the integers in the number line from 0 and end at A .....then you will get A+1 integers ...that means one (at least ) bigger number than A definitely exists ... You can also start your counting from -1. But then you will get A+2 integers.... you can also start your counting from -2. Then you will get A+3 integers.....that means numbers bigger than A undoubtedly exists........