3. Create 367 matrix A of random integers. 3. Transpose the matrix and save it as matrix B. b. Change all the elements in the second row (of the rotated matrix) to the largest element in the matrix. c. Change the element in row 3 , column 5 to 33 . Display the matrix for each step. 2. Create a vector t with 10 numbers of equal step size (same increment) between 1 and 2 . Create and display 3 sets of vectors to compute the following: x=ln(2+t+t2)y=et(1+cos(3t))z=cos(2t)+sin(2t) Hinis, et car be reoresented in MATLAB as exp(t) initit can be represented as logit)