Consider the function f(x) = 2 - x^(2) - e^(2x)
It is known that the function has a stationary point near x = -1/2
Calculate a better approximation for the location (x value only) of the stationary point using Newton's approximation method to 2 decimal places. (4 marks)
Unfortunately I don't have the answers but my classmates said that you had to use the 1st derivative as well as the 2nd derivative instead of your original function and the 1st derivative.
Help me out?
It is known that the function has a stationary point near x = -1/2
Calculate a better approximation for the location (x value only) of the stationary point using Newton's approximation method to 2 decimal places. (4 marks)
Unfortunately I don't have the answers but my classmates said that you had to use the 1st derivative as well as the 2nd derivative instead of your original function and the 1st derivative.
Help me out?