Write a function called GenMat that takes a 2D array of numbers inMat and produces an...

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Write a function called GenMat that takes a 2D array of numbers inMat and produces an array called outMat. The function copies the input array inMat to the output variable outMat and then performs the following operations on outMat in order: 1. Delete the first and last columns. Store the information from these columns in variables to be used later. 2. Sum the elements of the first row in inMat and place the answer in the last row (all entries) of outMat (i.e. overwrite any existing values). 3. Sum of elements of the last row in inMat and place the answer in the first row (all entires) of outMat (i.e. overwrite any existing values). 4. Append the sum of the two deleted columns from part 1 as the new last column of outMat. 5. Append the product of the two deleted columns from part as the new first column of outMat. The input argument (inMat) iand output argument (outMat) are both n x m (numeric) arrays. Restrictions: Use colon() operator and end operator. Do not use loops or if else statements. For example: For the given 4x5 inMat inMat-[12 1 14 9 3; 2 6 24 1 2; 1 17 41 6 90; 4 9 68 71 5]; On calling GenMat outMat GenMat (inMat) produces, outMat [36 = 4 90 20 157 6 17 39 157 157 15 24 1 4 41 6 91 39 39 9] In outMat first ([12 2 1 4]) and last ( [3 2 90 5]) columns of inMat are deleted. Then the first row of outMat is replaced with the sum of last row elements in inMat (4+9+68+71+5 =157) and last row of out Mat is replaced with the sum of first row elements in inMat (12+1+14+9+3 = 39). Finally, the sum of the deleted columns ([12 2 1 4]) + ([32,905 Vate Windo ([15 4 91 9]) is appended to become the last column and their product ([12 2 1 4])*([3 2 90 5]) = ([36 4 90 20]) is appended to become the first column. Go to Settings to act Write a function called GenMat that takes a 2D array of numbers inMat and produces an array called outMat. The function copies the input array inMat to the output variable outMat and then performs the following operations on outMat in order: 1. Delete the first and last columns. Store the information from these columns in variables to be used later. 2. Sum the elements of the first row in inMat and place the answer in the last row (all entries) of outMat (i.e. overwrite any existing values). 3. Sum of elements of the last row in inMat and place the answer in the first row (all entires) of outMat (i.e. overwrite any existing values). 4. Append the sum of the two deleted columns from part 1 as the new last column of outMat. 5. Append the product of the two deleted columns from part as the new first column of outMat. The input argument (inMat) iand output argument (outMat) are both n x m (numeric) arrays. Restrictions: Use colon() operator and end operator. Do not use loops or if else statements. For example: For the given 4x5 inMat inMat-[12 1 14 9 3; 2 6 24 1 2; 1 17 41 6 90; 4 9 68 71 5]; On calling GenMat outMat GenMat (inMat) produces, outMat [36 = 4 90 20 157 6 17 39 157 157 15 24 1 4 41 6 91 39 39 9] In outMat first ([12 2 1 4]) and last ( [3 2 90 5]) columns of inMat are deleted. Then the first row of outMat is replaced with the sum of last row elements in inMat (4+9+68+71+5 =157) and last row of out Mat is replaced with the sum of first row elements in inMat (12+1+14+9+3 = 39). Finally, the sum of the deleted columns ([12 2 1 4]) + ([32,905 Vate Windo ([15 4 91 9]) is appended to become the last column and their product ([12 2 1 4])*([3 2 90 5]) = ([36 4 90 20]) is appended to become the first column. Go to Settings to act

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Here is the implementation of the GenMat function in MATLABOctave based on the given re... View the full answer