Please Solve using *MATLAB*

You wish to calculate numerically the integral 010c(t)dt=010k2k1k1C00(ek1tek2t)dt and you will do so using the trapz MATLAB function. Since you are only given the integration limits [0,10] you need to generate values of the function, c(t), to be integrated at specific time points, t, and then use trapz. You u perform this calculation using n=2,5,10,30,40 points equally spaced in the interval 0t10. To generate these points using the MATLAB function linspace (X1,X2,n) function which generates n equally spaced points in the interval [X1,X2]. For example t= linspace (0,10,3) will create the array with values t=[0510] You are given k1=1,k2=2,Ca0=1 For each value on n, calculate the integral and also plot the corresponding (t,c(t)) values that were used to calculate the integral. Your final answer should consist of 5 plots (t,c(t)) and 5 values of the integral approximation. What do you observe