use mathlab

ANONYMOUS FUNCTIONS (a) Define an anonymous function rowSums which calculates the row sums of a matrix of any dimension. Then define magicMath and magicMat7 to be a 5 x 5 and a 7 x 7 magic square matrix, respectively. Compute magicMat5RowSums by calling rowSums(magicMat5), and compute magicMat7RowSums by calling rowSums (magicMat7). (b) Define anonymous functions f and g, where f(1) = r ln(2) and g(y) = yey. Create another anonymous function h by composing f and g, i.e., h(z) = g(f(z)). Use linspace to define a column vector z, of which the range is from 1 to 5 with 11 entries. Evaluate function h at z, and assign the result to hz. (c) Define an anonymous function matProd for calculating the product of two matrices, that is, mat Prod(A,B) = ABBT AT. Define A and B using colon, reshape and transpose as follows, 7 10 13 16 2 3 A= ,B= 8 11 14 17 4 5 6 9 12 15 18 - Store the result of mat Prod(A, B) to matProdAB. (d) Define an anonymous function p, where 23 if r 1. Next visualize p(x) using fplot on [-2, 2] (Use help fplot for more details about fplot). Then run print(gcf, '-dpng', 'lab_03_13.png') to save the plot to a .png file. ANONYMOUS FUNCTIONS (a) Define an anonymous function rowSums which calculates the row sums of a matrix of any dimension. Then define magicMath and magicMat7 to be a 5 x 5 and a 7 x 7 magic square matrix, respectively. Compute magicMat5RowSums by calling rowSums(magicMat5), and compute magicMat7RowSums by calling rowSums (magicMat7). (b) Define anonymous functions f and g, where f(1) = r ln(2) and g(y) = yey. Create another anonymous function h by composing f and g, i.e., h(z) = g(f(z)). Use linspace to define a column vector z, of which the range is from 1 to 5 with 11 entries. Evaluate function h at z, and assign the result to hz. (c) Define an anonymous function matProd for calculating the product of two matrices, that is, mat Prod(A,B) = ABBT AT. Define A and B using colon, reshape and transpose as follows, 7 10 13 16 2 3 A= ,B= 8 11 14 17 4 5 6 9 12 15 18 - Store the result of mat Prod(A, B) to matProdAB. (d) Define an anonymous function p, where 23 if r 1. Next visualize p(x) using fplot on [-2, 2] (Use help fplot for more details about fplot). Then run print(gcf, '-dpng', 'lab_03_13.png') to save the plot to a .png file