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Given the polynomial f(x)=21x5−6x3+8x+9 What one of the following is a possible rational root? Select one: a. 8 / 4 b. 5 / 8 c. 7 / 8 d. 3 / 7
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Read about the theorem here; http://www.mathwords.com/r/rational_root_theorem.htm
The contenders for rational roots are form, in this case, by rational numbers whose numerators are factors of 9 and whose denominators are factors of 21.
Looking at the answer options, a. 8 / 4 could not be a rational root for this polynomial because 8 is not a factor of 9 and 4 is not a factor of 21. Discard that option.
You can discard this option for the same reason: b. 5 / 8 I leave it to you to examine the remaining two options. One of them is the answer. @fabulous98
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