In the lecture, we learnt a MIPS code fragment that multiplies two double$-$precision matrices of size $32$x$32.$ You will use, modify and extend that code to write a complete MIPS program to multiply two $4$x$4$ matrices. You will initialize two floating point $($double$-$precision$)$ arrays in the data segment. Here is how you do it:

x: $.$double $0000000000000000$

y: $.$double $0000000000000000$

z: $.$double $0000000000000000$

The $16$ zeros represent initial values for three $4$x$4$ matrices where the first four values constitute the first row, so on and so forth. You will use loops to input $16$ double type values from the user for y and z$.$ The result of the multiplication of y and z will be saved in the x array. You will use a nested loop to print the values of x in a matrix format $(4$x$4).$

Appropriate input and output messages should be used. Check the help file of Mars to find out appropriate syscall parameters for double input and output.

Here is an example of the output if all values of x and y are input as $1$ by the user:

Submission Instructions

Submit the complete program $(.$asm file$).$ Try your program with some values other than all $1$s for y and z$.$ Submit a pdf document that includes the input matrices and the screenshot of the output matrix, x from Mars.