four unrepeated indexes and is thus a four-dimensional tensor, i.e. it has 81 components in which ijl, and m can each be x, y, or z. Show that Tja-? ? -?" 8, for all 81 components IMATLAB? Use MATLAB to solve this problem. Produce the matrices T..and ?? ?--? 6, and show that they are identical. Write all of your commands in a script with appropriate comments. Follow the following steps 1) Create two 3 x 3 x 3 x 3 four-dimensional matrices of zeros using the command zeros(M,N,P ). The first matrix stores the elements of ?* &a and the second one stores the elements of ? ?"-?. '. Use the indices 1 , 2 and 3 to represent x, y, z. For example, T is represented by T(1,2,3,1) in MATLAB 2) Create nested for-loops that increment through all of the 81 components in both matrices. Inside the for-loops, consider using if-elseif-else-end statements to set the values for each element in T..and ?? ?--8.8, if necessary, use nested if statements, e.g. if-end statements between if-elseif statements 3) After setting all of the elements and exiting from the for-loops, use the command isequal(A,B), which determines whether all of the corresponding elements of A and B are equal. If all of the corresponding elements are equal, the command gives the value 1, and otherwise it gives 0 four unrepeated indexes and is thus a four-dimensional tensor, i.e. it has 81 components in which ijl, and m can each be x, y, or z. Show that Tja-? ? -?" 8, for all 81 components IMATLAB? Use MATLAB to solve this problem. Produce the matrices T..and ?? ?--? 6, and show that they are identical. Write all of your commands in a script with appropriate comments. Follow the following steps 1) Create two 3 x 3 x 3 x 3 four-dimensional matrices of zeros using the command zeros(M,N,P ). The first matrix stores the elements of ?* &a and the second one stores the elements of ? ?"-?. '. Use the indices 1 , 2 and 3 to represent x, y, z. For example, T is represented by T(1,2,3,1) in MATLAB 2) Create nested for-loops that increment through all of the 81 components in both matrices. Inside the for-loops, consider using if-elseif-else-end statements to set the values for each element in T..and ?? ?--8.8, if necessary, use nested if statements, e.g. if-end statements between if-elseif statements 3) After setting all of the elements and exiting from the for-loops, use the command isequal(A,B), which determines whether all of the corresponding elements of A and B are equal. If all of the corresponding elements are equal, the command gives the value 1, and otherwise it gives 0