- #1
math8
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Let fn(x)=nx^2/1+nx ; x lies in [0,1]
Is the convergence uniform?
Since lim as n-->infinity of fn is x, I can see that fn(x) converges pointwise to f(x)= x
But I get stuck when I try to show the convergence is uniform or not.
Is the convergence uniform?
Since lim as n-->infinity of fn is x, I can see that fn(x) converges pointwise to f(x)= x
But I get stuck when I try to show the convergence is uniform or not.