8. Suzanne told her friend Johnny that he needed to know for the calculus test that the derivative of a cubic function will always be a quadratic function. Is Suzanne correct? Explain why or why not. Include an example to back your opinion. 9. Besides the 3 discontinuities (infinite, removable and jump) name 3 scenarios in which the derivative does not exist. Draw a sketch of the situation [*] Name: Sketch: Section 3: Thinking 10. The function g(x) = x² - kx³-9x² + 7x-8 has a minimum when x = 3. Determine the value of k. 11. What point on the curve y = x², does the normal have a slope of 16? =
8. Suzanne told her friend Johnny that he needed to know for the calculus test that the derivative of a cubic function will always be a quadratic function. Is Suzanne correct? Explain why or why not. Include an example to back your opinion. 9. Besides the 3 discontinuities (infinite, removable and jump) name 3 scenarios in which the derivative does not exist. Draw a sketch of the situation [*] Name: Sketch: Section 3: Thinking 10. The function g(x) = x² - kx³-9x² + 7x-8 has a minimum when x = 3. Determine the value of k. 11. What point on the curve y = x², does the normal have a slope of 16? =
Trigonometry (MindTap Course List)
8th Edition
ISBN:9781305652224
Author:Charles P. McKeague, Mark D. Turner
Publisher:Charles P. McKeague, Mark D. Turner
ChapterA: Appendix: Review Topics
SectionA.3: Introduction To Functions
Problem 29PS: Suppose you have a job that pays $8.50 per hour and you work anywhere from 10 to 40 hours per week....
Related questions
Question
![8. Suzanne told her friend Johnny that he needed to know for the calculus test that the derivative
of a cubic function will always be a quadratic function. Is Suzanne correct? Explain why or why
not. Include an example to back your opinion.
9. Besides the 3 discontinuities (infinite, removable and jump) name 3 scenarios in which the
derivative does not exist. Draw a sketch of the situation [*]
Name:
Sketch:
Section 3: Thinking
10. The function g(x) = x² - kx³-9x² + 7x-8 has a minimum when x = 3. Determine the
value of k.
11. What point on the curve y = x², does the normal have a slope of 16?
=](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fdf41df8f-e300-4854-aaa2-c9c3c769a22c%2F9a81656f-8403-4add-aa28-764580358454%2Fsiuf879_processed.png&w=3840&q=75)
Transcribed Image Text:8. Suzanne told her friend Johnny that he needed to know for the calculus test that the derivative
of a cubic function will always be a quadratic function. Is Suzanne correct? Explain why or why
not. Include an example to back your opinion.
9. Besides the 3 discontinuities (infinite, removable and jump) name 3 scenarios in which the
derivative does not exist. Draw a sketch of the situation [*]
Name:
Sketch:
Section 3: Thinking
10. The function g(x) = x² - kx³-9x² + 7x-8 has a minimum when x = 3. Determine the
value of k.
11. What point on the curve y = x², does the normal have a slope of 16?
=
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