may I get with part a and part b

AEM 249 Fall 2017 Algorithm Development and Implementation Dr. Vinu Unnikrishnan e-mail: vunnikrishnan@eng.ua.edu Office: 1003 NERC Tel: 348-5193 Due: O ne & In Class 12.30 PM - October 17th 2017 Total 20 Points Time: T,Th: 12.30 PM-1.45 PM ASSIGNMENT-4 Problem - 1: The inverse of a square matrix A is the matrix A such that AA Matrix. A square matrix I, where I, is the Identity A has an inverse iff (if and only if) the determinant IAIo. The matrix having an inverse is called a nonsingular, or invertible matrix. am using functions to calculate the inverse of a nonsingular matrix. The program should be capable of checking if the given matrix is singular or nonsingular. a1i a12 a13 A a21 a22 a23 asi a32 a33 The inverse of the above matrix is given by: a22 a2s a13 a112 13 a32 ass a2a22 a23 a13 a2 a21 a21 11a1 a12 a32 a31a21 a22 a31 032 a. Draw a detailed flow chart on how this program is designed, indicating the inputs, outputs and the algorithm 5 Points you use. The flow chart should be included as a document file along with your program listing (source code) b. Using equations 1 and 2, develop a C++ program with two functions named matrizInvese) that returns the inverse of the matrix, and function matrizPrint) that prints the matrix in the proper order. The program 10 Points should have the capability of identifying a singular or non-singular matrix. c. In the same document file, prepare a help section with two sample input-output screens indicating the 5 Points input matrix and output of the inverse matrix. Indicate singular and non-singular matrices