Problem 1 (15 points): (a) Define a cell array matrix, cellarA, consisting of 3 rows and two columns. Each row contains a cell and a cell array. The cells are: ‘sin', 'log', and 'exp', while the cell arrays are: {0, π, 0.01}, {0, 2, 0.25}, {0, 0.01, π}.
(b) Display on the screen the contents of the cell array which is in the second row of cellarA. Display also the contents of the second cell from the cell array which is in the third row of cellarA.
(c) Define the cell array cellarB obtained from cellarA by interchanging the con- tents of the cell arrays in the second and third row of cellarA. Display the contents of the third row, second column of cellarB.
(d) Create the vector x, which is an array from min to max with increment step us- ing cell array values in cellarB row 2. Create the array y by using the eval function with the function name from the cell in the first row, first column of cellarB, and by using vector x as the input. Create the array z by using the eval function with the function name from the cell in the second row, first column of cellarB, and by using vector x as the input.
(e) Create the plot of y vs. x, and yz vs. x, with the plot features as shown below.
***
Your output should look like this:
part (a)
cellarA =
3 × 2 cell array
{'sin'} {1 x 3 cell}
***
{'log'} {1 x 3 cell}
{'exp'} {1 x 3 cell}
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