Find the remainder Rn for the nth-order taylor polynomial centered at a for th given function. Express the result for a general value of n.
f(x) = e ^-2x;a = 2
Choose the correct answer below
a. Rn(x) = (-2)^ne^-2c/(n+1)(x-2)^n for some c between x and 2
b. Rn(x) = (-2)^n+1 e^-2c/(n+1)(x-2)^n+1 for some c between x and 2
c. Rn(x) = (-2)^n+1 e^2c/(n+1)(x-2)^n+1 for some c between x and 2
d. Rn(x) = (-2)^ne^-2c/(n+1)(x-2)^n+1 for some c between x and 2