NUMERICAL ANALYSIS

PLEASE SOLVE USING MATLAB NOT EXCEL

1- The amount of a uniformly distributed radioactive contaminant contained in a closed reactor is measured by its concentration c (becquerel/liter or Bq/L). The contaminant decreases at a decay rate proportional to its concentration, i.e. Decay rate i-kc dt where k is a constant with units of day! (a) Use Euler's method to find the time required to reduce the concentration from 300 to 150 Bq/L by using a step size of At = 0.2 day and k = 0.2 day! (b) Plot the solution on a semilog graph (i.e., In c versus t)