Please explain the process. Sometimes my answers come back through this service accuracy is priceless, and overly appreciated and even paid for. You Guys ROCK! Thank You Bartleby and Staff! ### Question 11If \(\nabla f = \vec{F}\), then \(\vec{F}\) is called a potential vector field, and \(f\) is called a conservative function.- ⦿ True- ⦿ False---This question evaluates your understanding of potential vector fields and conservative functions in the context of vector calculus. Specifically, the question states that if the gradient of a function \(f\) (denoted by \(\nabla f\)) is equal to a vector field \(\vec{F}\), then this vector field \(\vec{F}\) is called a potential vector field, and the function \(f\) is referred to as a conservative function.**Terminologies:**- **Potential Vector Field**: A vector field \(\vec{F}\) that can be expressed as the gradient of some scalar function \(f\).- **Conservative Function**: A scalar function \(f\) whose gradient results in a vector field.Answer options provided are:- True- False

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Answered: If Vf = F, then F is called a potential…

If Vf = F, then F is called a potential vector field, and f is called a conservative function. True O False

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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I have difficultity reading sorry. What is vor?