1. The problem asks for the resulting matrix when multiplying two 3x2 matrices. 2. Matrix multiplication is defined only when the number of columns in the first matrix equals the number of rows in the second matrix. 3. For two matrices A and B where A is 3x2 and B is also 3x2, the multiplication AB is not defined because the number of columns in A (2) does not equal the number of rows in B (3). 4. Therefore, multiplication of two 3x2 matrices cannot be performed. 5. However, if you meant multiplying a 3x2 matrix by a 2x3 matrix, then the resulting matrix would have dimensions 3x3. 6. In summary, multiplication of two 3x2 matrices is undefined and does not produce a resulting matrix.