[f(x)={[(x^(2)+e^((1)/(2-x)))^(-1),x!=2" is continuous from "],[c,]x!=2],[" right at "x=2" ,then "c" is equal to "]

f(x)={[(x^(2)+e^((1)/(2-x)))^(-1) is continuous from right at the point x=2 then k equals 0 b.1/4c.-1/4d .none of these

The function defined by f(x)={((x^(2)+e^((1)/(2-x)))^(-1)",",x ne 2),(k" ,",x =2):} is continuous from right at the point x =2, then k is equal to

f(x)={(x^2+e^(1/(2-x)))^(-1)k ,x=2, x!=2 is continuous from right at the point x=2, then k equals 0 b. 1//4 c. -1//4 d. none of these

f(x)={(x^2+e^(1/(2-x)))^(-1)k ,x=2, x!=2 is continuous from right at the point x=2, then k equals a. 0 b. 1//4 c. -1//4 d. none of these

f(x)={(x^2+e^(1/(2-x)))^(-1), x!=2 k ,x=2 is continuous from right at the point x=2, then k equals a. 0 b. 1//4 c. -1//4 d. none of these

f(x)={(x^2+e^(1/(2-x)))^(-1)k ,x=2, x!=2 is continuous from right at the point x=2, then k equals 0 b. 1//4 c. -1//4 d. none of these

The function defined by f(x)={(((1)/(x^2+e^2-x))^(-1),xne2),(" "k" ,",x=2):} ,is continuous from right at the point x = 2 ,then k is equal to

The function defined by f(x) = {((x^(2)+e^(1/(2-x)))^(-1), ",",x != 2),(k, ",", x =2 ):} , is continuous from right at the point x = 2, then k is equal to