Time left 1:50:51 The following figure shows two matrices A and B both of size NxN, implement the following requirements: Matrix A Matrix B Block 1 Block 2 Block 1 Block 2 Block 3 Block 4 Block 3 Block 4 Assume that the elements of matrix A is saved in fileA.txt and the elements of matrix B is saved in fileB.txt. 1. Define two threads that receive the file names, and fill in the matrices with elements (i.e. matrix A fileA.txt, matrix B fileB.txt). (4 points) 2. Divide the matrices into four blocks and submit each block to a certain thread. All threads must independently and concurrently perform cross product between each block in matrix A with the Assume that the elements of matrix A is saved in fileA.txt and the elements of matrix B is saved fileB.txt. 1. Define two threads that receive the file names, and fill in the matrices with elements (i.e. mat A fileA.txt, matrix B fileB.txt). (4 points) 2. Divide the matrices into four blocks and submit each block to a certain thread. All threads m independently and concurrently perform cross product between each block in matrix A with the corresponding block in matrix B, then save the results in matrix C. (4 points) 3. The main method must pass the resulting matrix C to a new thread. After that, the thread should save it in a text file named matrixc.txt. (2 points) 1 , E E E E dows but Time left 1:50:51 The following figure shows two matrices A and B both of size NxN, implement the following requirements: Matrix A Matrix B Block 1 Block 2 Block 1 Block 2 Block 3 Block 4 Block 3 Block 4 Assume that the elements of matrix A is saved in fileA.txt and the elements of matrix B is saved in fileB.txt. 1. Define two threads that receive the file names, and fill in the matrices with elements (i.e. matrix A fileA.txt, matrix B fileB.txt). (4 points) 2. Divide the matrices into four blocks and submit each block to a certain thread. All threads must independently and concurrently perform cross product between each block in matrix A with the Assume that the elements of matrix A is saved in fileA.txt and the elements of matrix B is saved fileB.txt. 1. Define two threads that receive the file names, and fill in the matrices with elements (i.e. mat A fileA.txt, matrix B fileB.txt). (4 points) 2. Divide the matrices into four blocks and submit each block to a certain thread. All threads m independently and concurrently perform cross product between each block in matrix A with the corresponding block in matrix B, then save the results in matrix C. (4 points) 3. The main method must pass the resulting matrix C to a new thread. After that, the thread should save it in a text file named matrixc.txt. (2 points) 1 , E E E E dows but