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Let P(x) Be a Polynomial in X, Let K Be

Question 77

Multiple Choice

Let P(x) be a polynomial in x, let k be a positive integer, and let Let P(x)  be a polynomial in x, let k be a positive integer, and let   be a number such that   is a factor of   (x)  but   is not a factor of   (x) . For what values of k is it possible that P(x)  has a local maximum or minimum value at x =  ? A)  even values of k B)  k = 1 only C)  k = 2 only D)  odd values of k E)  k = 0 only be a number such that Let P(x)  be a polynomial in x, let k be a positive integer, and let   be a number such that   is a factor of   (x)  but   is not a factor of   (x) . For what values of k is it possible that P(x)  has a local maximum or minimum value at x =  ? A)  even values of k B)  k = 1 only C)  k = 2 only D)  odd values of k E)  k = 0 only is a factor of Let P(x)  be a polynomial in x, let k be a positive integer, and let   be a number such that   is a factor of   (x)  but   is not a factor of   (x) . For what values of k is it possible that P(x)  has a local maximum or minimum value at x =  ? A)  even values of k B)  k = 1 only C)  k = 2 only D)  odd values of k E)  k = 0 only (x) but Let P(x)  be a polynomial in x, let k be a positive integer, and let   be a number such that   is a factor of   (x)  but   is not a factor of   (x) . For what values of k is it possible that P(x)  has a local maximum or minimum value at x =  ? A)  even values of k B)  k = 1 only C)  k = 2 only D)  odd values of k E)  k = 0 only is not a factor of Let P(x)  be a polynomial in x, let k be a positive integer, and let   be a number such that   is a factor of   (x)  but   is not a factor of   (x) . For what values of k is it possible that P(x)  has a local maximum or minimum value at x =  ? A)  even values of k B)  k = 1 only C)  k = 2 only D)  odd values of k E)  k = 0 only (x) . For what values of k is it possible that P(x) has a local maximum or minimum value at x = 11ee7b18_881f_7ad5_ae82_ef6a0704a9e3_TB9661_11?


A) even values of k
B) k = 1 only
C) k = 2 only
D) odd values of k
E) k = 0 only

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