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    Mathematics with Applications
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    Exam 12: Applications of the Derivative
  5. Question
    Find the Largest Open Interval Where the Function Is Changing\(y=\left(x^{2}-9\right)^{2}\)
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Find the Largest Open Interval Where the Function Is Changing y=(x2−9)2y=\left(x^{2}-9\right)^{2}y=(x2−9)2

Question 1

Question 1

Multiple Choice

Find the largest open interval where the function is changing as requested.
-Increasing y=(x2−9) 2y=\left(x^{2}-9\right) ^{2}y=(x2−9) 2


A) (3,∞) (3, \infty) (3,∞)
B) (−3,0) (-3,0) (−3,0)
C) (−3,3) (-3,3) (−3,3)
D) (−∞,0) (-\infty, 0) (−∞,0)

Correct Answer:

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