Is $\dfrac{x^{1.9}}{(x^2 + n^4)}$ uniformly convergent to 0 given that $x>0$
To prove it’s indeed uniformly convergence, how do I find its maximum?
i only got x^1.9/(x^2+n^4) <= x^1.9/n^4. have no clue how to show x^1.9/n^4 goes to zero as n goes to infinity