This is a matlab question. Please give full answer :

Problem 2: (a) Write the script, named script2, in which the user is asked to create two row vectors (a and b), each having three components, which are random real numbers. The elements of a are in the inclusive range from -3 to 0, and the elements of b are in the inclusive range from 1 to 5 . Create the vector product c-a b and the scalar product d- a b. Save the components of c in the data file named products.dat. (b) In the same script, create a matrix A whose rows are the components of the vectors a and b from part (a). Create a matrix B, obtained from the matrix A by deleting its second column. Create the matrix C' as the product of the transpose of the matrix A and the matrix B (c) Determine the sum of the elements in each row of C. Determine the maxi- mum and minimum element in each row of C. Write the statement which verifies whether C is a symmetric matrix. Display the resulting matrix test, consisting of ogical T or C (d) Create a matrix D whose elements are the squares of the elements of C and save them in a data file products.dat, by appending the data file from part (a)