Asked by Tyler
What is the relative maximum and minimum of the function?
f(x) = 2x^3 + x^2 -11x
A - The realative maximum is at (-1.53,8.3) and the realative minimum is at (1.2,-12.01)
B - The realative maximum is at (-1.53,12.01)and the realative minimum is at (1.2, -8.3)
C - The realative maximum is at (-1.2,8.3)and the realative minimum is at (1.53, -12.01)
D - The realative maximum is at (-1.2,12.01)and the realative minimum is at (1.53, -8.3)
My answer C
Please Help
f(x) = 2x^3 + x^2 -11x
A - The realative maximum is at (-1.53,8.3) and the realative minimum is at (1.2,-12.01)
B - The realative maximum is at (-1.53,12.01)and the realative minimum is at (1.2, -8.3)
C - The realative maximum is at (-1.2,8.3)and the realative minimum is at (1.53, -12.01)
D - The realative maximum is at (-1.2,12.01)and the realative minimum is at (1.53, -8.3)
My answer C
Please Help
Answers
Answered by
Tyler
Answers for the unit 6 lesson 2 Polynomials, Linear Factors, and Zeroes
1. B 4x(x-4)(x+6)
2.D 0,-2,-5
3. B
4. B
5. C - 105ft^3
1. B 4x(x-4)(x+6)
2.D 0,-2,-5
3. B
4. B
5. C - 105ft^3
Answered by
Steve
I get B.
What did you do? Maybe we can figure what went wrong.
What did you do? Maybe we can figure what went wrong.
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the little mermaid
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yeah
100%
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Anonymous
Tyler is right
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moon
tyler's 100% correct as of september 2021
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kjames
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LETS GOOOOO
tyler is right in october
Answered by
anonymous
Tyler is correct for 2022
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