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least possible value of √n = 2
Since natural numbers are all positive integers so for least possible value of
n = 4
p = 3 - √4 = 3 - 2
p = 1
Step 2
Plug value p in expression √(p + 1) / √ p
√(p + 1) / √ p
√(1+1) / √1
√2/√1
√2
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