1.

Let f(x)={α(x)sinπx2 for x≠01 for x=0 where α(x) is such that limx→0|α(x)|=∞. Then the function f(x) is continuous at x=0 if α(x) is chosen as :

Answer»

Let f(x)={α(x)sinπx2 for x01 for x=0

where α(x) is such that limx0|α(x)|=.
Then the function f(x) is continuous at x=0 if α(x) is chosen as :



Discussion

No Comment Found