I need the full matlab code for this problem thank you

The response of circuits containing resistors, inductors, and capacitors depends upon the relative values of the resistors and the way they are connected. An important intermediate quantity used in describing the response of such circuits is s. Depending on the values of R, L, and C, the values of s will be either both real values, a pair of complex values, or a duplicated value. The equation that identifies the response of a series circuit shown above is s = -R/L plusminus squareroot (R/2L)^2 - 1/LC (a) Determine the values of s for a resistance of 800 Ohm. (b) Create a vector of values of R between 100 to 1000 Ohm with a step size of 5. Evaluate s at all values of R. (c) Plot value of real and imaginary parts of s vs. R. (d) What is the minimum value of R that yields pure real value of s. (e) The resonant frequency of a series RLC circuit is given by: f_r = 1/2 pi squareroot LC Compute the resonant frequency of the above circuit