Question: We are given four matrices with the following dimensions: Matrix A: 3 x 5 Matrix B: 5 x 2 Matrix C: 2 x 4 Matrix

We are given four matrices with the following dimensions:
Matrix A: 3x5
Matrix B: 5x2
Matrix C: 2x4
Matrix D: 4x3
Using dynamic programming, find the optimal parenthesization of the matrix product (i.e., the
best way to parenthesize the product of these matrices) such that the total number of scalar
multiplications is minimized.
Please explain the steps to solve this problem. This an example question for my exam, so I would like a detailed explanation how to solve this problem.
We are given four matrices with the following

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