Solve for f: gradf = (2xy + sin(x)i + (x2 + 2)j

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Homework Help Overview

The problem involves finding a function \( f \) given its gradient \( \nabla f = (2xy + \sin(x))\mathbf{i} + (x^2 + 2)\mathbf{j} \). Participants are discussing the correctness of an attempted solution and the implications of a web-based assignment tool's feedback.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants are examining the correctness of the original poster's solution and questioning the feedback received from the web assignment tool. There is also a discussion about the formatting of the answer and its acceptance by the tool.

Discussion Status

The discussion is ongoing, with some participants affirming the correctness of the solution while others suggest potential issues with how the answer was submitted. There is a new question raised about finding the exact change in \( f \) between two points, indicating further exploration of the problem.

Contextual Notes

Participants are considering the possibility of misinterpretation of the question or errors in inputting answers into the web assignment tool, which may affect the perceived correctness of the solution.

-EquinoX-
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If [tex]\nabla f = (2xy + \sin x)\bold{i} + (x^2 + 2)\bold{j}[/tex], your answer is correct.
 
but then why webassign say it's wrong...
 
I checked again and It still looks right to me. Maybe you read the question wrong, or entered it wrong.
 
pretty sure it's not wrong... hmmm
 
okay.. I think the answer is right, it's just the way I format the answer in webassign and it doesn't accepts it.. also if I am asked:

Find the exact change in f between (0, 0) and (1, π/2).

do I just plug the numbers in?
 

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