How to Solve a Matrix Problem - Math/Algebra 1
- 1). Given Matrix A and Matrix B, solve for Matrix C where A + B =C.
A = [ 3 4 8 ] B = [ 2 5 3]
...... [ 1 1 6 ] ..... [ 3 4 8] - 2). To add A and B, each element in A is added to the element that is in the same row, column position in B. A(subscript 1, 1) = 3 and B(subscript 1,1) = 2. If C is the sum of A and B, then C(subscript 1,1) = (3 + 2) or 5. Continue adding the numbers in each row and column position until C has the same amount of elements as A and B.
- 3). C = [ 3+2 4+5 8+3] or [5 9 11]
......[ 1+3 1+4 6+8].....[4 5 14]
