The polynomial function h(x) at the right has one of its zeros at x-i. Which of the below could be a correct polynomial function for the graph shown at the right based on it zeros? (assume all coefficients must be real) h(x) = (x-i)(x + 3) b. h(x) = (x+i)(x– 3) c. h(x) = (x-i)(x+i)(x+3) d. h(x) (x-i) (x + i) (x-3) a.

College Algebra (MindTap Course List)
12th Edition
ISBN:9781305652231
Author:R. David Gustafson, Jeff Hughes
Publisher:R. David Gustafson, Jeff Hughes
Chapter4: Polynomial And Rational Functions
Section4.CR: Chapter Review
Problem 62E
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The polynomial function h(x) at the right has
one of its zeros at x = i.
Which of the below could be a correct
polynomial function for the graph shown at
the right based on it zeros?
(assume all coefficients must be real)
h(x) = (x-i)(x+ 3)
b. h(x) = (x+i)(x- 3)
c. h(x) = (x-i)(x + i) (x +3)
d. h(x) = (x- i) (x + i) (x- 3)
a.
Transcribed Image Text:The polynomial function h(x) at the right has one of its zeros at x = i. Which of the below could be a correct polynomial function for the graph shown at the right based on it zeros? (assume all coefficients must be real) h(x) = (x-i)(x+ 3) b. h(x) = (x+i)(x- 3) c. h(x) = (x-i)(x + i) (x +3) d. h(x) = (x- i) (x + i) (x- 3) a.
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