Coin game: board divided in quarters. A coin rests in each spot. You do not know their original configuration. In each turn, you can choose flip any number of coins. Specify a sequence of turns that guarantees that at some point all coins will be facing the same direction. Second question: between each of your turns, the board will be rotated an arbitrary amount (90, 180, 270 degrees). Specify a sequence of moves that guarantees that at some point all coins will be facing the same direction.
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Write this function (on a Google doc): /*How many ways can you make change given the following denominations? ie, if numCentsToMake is 6 and denominations is [25, 10, 5, 1], then it should return 2: either a nickel and a penny or 6 pennies.*/ int numWaysToMakeChange(int numCentsToMake, int[] denominations)
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