A bride-to-be has several girlfriends, but she has decided to have only five bridesmaids, including the maid of honor. T
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A bride-to-be has several girlfriends, but she has decided to have only five bridesmaids, including the maid of honor. T
A bride-to-be has several girlfriends, but she has decided to have only five bridesmaids, including the maid of honor. The number of different ways n girlfriends can be chosen and assigned a position, such as maid of honor, first bridesmaid, second bridesmaid, and so on, is given by the polynomial function P(n)-n-10+ 35n³-50n²+24n, n25. (a) Use the Remainder Theorem to determine the number of ways the bride can select her bridesmaids if she chooses from 8 girlfriends. ways (b) Evaluate P(n) for n-6 by substituting for n ways How does this result compare with the result obtained in (a)? The two results are the same. The two results are different
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