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Refer to the following data and answer the questions that follow:
A numerical machine accepts two values X and Y. Then it updates these values as X = XY and Y = Y + 1 in every step. The machine stops at X $$\geq$$ N.
If X = 2 and Y = 3, what should be the minimum value of N such that final value of Y is 7?
1. X=2, Y=3
X = XY and Y = Y + 1
2. X=6, Y=4
3.X=24, Y=5
4. X=120, Y=6
5. X= 720, Y=7
Hence X can take any value above 120
Hence among the given values Option A is the correct choice.
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