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If ∣z−4+3i∣≤1|z-4+3i| \leq 1∣z−4+3i∣≤1 and α,β\alpha, \betaα,β be the least and the greatest value of ∣z∣|z|∣z∣ respectively and kkk be the least value of x4+x2+4x\large \frac{x^4 + x^2 +4}{x}xx4+x2+4 on the interval (0,∞)(0,\infty)(0,∞), then what is the value of kkk?
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