MathematicsHard179×since 2002Q4132If the function f defined as f(x)=1x−k−1e2x−1,x≠0,f\left( x \right) = {1 \over x} - {{k - 1} \over {{e^{2x}} - 1}},x \ne 0,f(x)=x1−e2x−1k−1,x=0, is continuous at x = 0, then the ordered pair (k, f(0)) is equal to :A(3, 2)B(3, 1)C(2, 1)D(13, 2)\left( {{1 \over 3},\,2} \right)(31,2)Check answerSkip