let a=3-√n, where is n is a natural number . if 'p' is at the least positive value of 'a',then the value of √p+1/√p
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5
Answer:
6
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let a=3-√n, where is n is a natural number . if 'p' is at the least positive value of 'a',then the value of √p+1/√p
p' is at the least positive value of 'a
p > 0
3-√n > 0
3 > √n
Squaring both sides
9 > n
=> n = 8 as p is the least value
p = 3 - √8
p + 1/p
= 3 - √8 + 1/(3 - √8)
= 3 - √8 + 3 + √8/(9-8)
= 3 - √8 + 3 + √8
= 6
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3
Answer:2 Root 2
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