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Suppose we live where there are coins for 1, 4, and 6 units, and we have to make change for 8 units. Show the solution of this problem by dynamic programming

Hint: Find the formula of c[i, j], which is the minimum number of coins required to pay an amount of j units. 1≤i≤n is the denomination and i have value di units, 0≤j≤N is the amount of units. Then set up a table for c[1..n, 0..N]

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