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The Seventh Gate As you approach the seventh gate, you notice that it is only a short distance to the area where your computer indicated the communication device was stored. You look past the gate hopefully, as your computer translates: The passcode for this gate is found by determining the domain of the derivative of f(x) and then evaluating the derivative at x = - 14 62 Enter the domain in interval notation. f(x)=√2-62x. Domain of f'(x): ƒ' (-14)

The Seventh Gate As you approach the seventh gate, you notice that it is only a short distance to the area where your computer indicated the communication device was stored. You look past the gate hopefully, as your computer translates: The passcode for this gate is found by determining the domain of the derivative of f(x) and then evaluating the derivative at x = - 14 62 Enter the domain in interval notation. f(x)=√2-62x. Domain of f'(x): ƒ' (-14)

College Algebra
College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter3: Functions
Section3.3: Rates Of Change And Behavior Of Graphs
Problem 46SE: Near the surface of the moon, the distance that an object falls is a function of time. It is given...
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The Seventh Gate As you approach the seventh gate, you notice that it is only a short distance to the area where your computer indicated the communication device was stored. You look past the gate hopefully, as your computer translates: The passcode for this gate is found by determining the domain of the derivative of f (x) and then evaluating the derivative at x = 14 62 Enter the domain in interval notation. f(x) = √√2 — 62x. Domain of f (x): ƒ' (-14)
Transcribed Image Text:The Seventh Gate As you approach the seventh gate, you notice that it is only a short distance to the area where your computer indicated the communication device was stored. You look past the gate hopefully, as your computer translates: The passcode for this gate is found by determining the domain of the derivative of f (x) and then evaluating the derivative at x = 14 62 Enter the domain in interval notation. f(x) = √√2 — 62x. Domain of f (x): ƒ' (-14)
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