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Mathematics
Let ' f ' be a continuous function on R. If f(1 / 4n)=( sin en) e-n2+(n2/n2+1) then f(0) is -
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Q. Let ' $f$ ' be a continuous function on $R$. If $f\left(1 / 4^n\right)=\left(\sin e^n\right) e^{-n^2}+\frac{n^2}{n^2+1}$ then $f(0)$ is -
Continuity and Differentiability
A
not unique
B
1
C
data sufficient to find $f(0)$
D
data insufficient to find $f(0)$
Solution:
Correct answer is (b) 1Correct answer is (c) data sufficient to find $f(0)$