Question: To be done in JAVA The primary objective in this project will be to write code that will multiply the following two matrices and produce

 To be done in JAVA The primary objective in this project

To be done in JAVA

The primary objective in this project will be to write code that will multiply the following two matrices and produce the indicated answer. 1 -3 6 2 -2 4 7 0 3 0 2 1 -3 18 - - 13 0 9 1 -11 -11 4 - 5 43 -60 -20 1 If you are not familiar with the intricacies of matrix multiplication, look it up Create a project called MatrixStuff that consists of two classes. These two classes will be called Tester and Matrix Mult and will meet the specifications listed below. The Tester class (main method): 1. Hard code the int all array so as to be comprised of the 3 X 4 matrix on the left in the example above. 2. Hard code the int blll array so as to be comprised of the 4 X 2 middle matrix in the example above. 3. Call a static method of the MatrixMult class called mult in which we pass the a and b arrays (matrices) as arguments and receive back an integer array as the product matrix. 4. Print the product matrix. 5. The output of main should appear as follows: -3 43 18 -60 1 -20 The Matrix Mult class: 1. No constructor. 2. Create a single static method called mult that receives two int arrays (matrices) as parameters that are to be multiplied in the order in which they are received. 3. The mult method is to return an array that is the product matrix of the two parameter arrays it receives. 4. The code in the mult method is to determine the dimensions of the matrices that it receives and set up a "product" array (matrix) to be returned with the appropriate dimensions. 5. The code in mult should be general so as to adapt to any two matrices to be multiplied; however, for the sake of simplicity, you may assume that the matrices received as parameters are always compatible with each other for multiplication. 6. The code in the mult method will multiply the two incoming matrices so as to correctly produce each element of the product matrix

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