If, a=b (a, b are positive reals) then a^(1/a) = b^(1/b). which is intuitive enough. However, you have used the other way round. That is not very intuitive esp. the function f(x) = x^(1/x) (x>0) is not monotonic. How do you handle this? That is, how do you show that this equation does not have other roots?
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If, a=b (a, b are positive reals) then a^(1/a) = b^(1/b). which is intuitive enough. However, you have used the other way round.
That is not very intuitive esp. the function f(x) = x^(1/x) (x>0) is not monotonic. How do you handle this?
That is, how do you show that this equation does not have other roots?
where do you study
Denklemin diğer köklerini nasıl bulabilirim. K nin ilk bakista 1 den büyük 2 den küçük bir kökü daha var.
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