Solving for u: Struggling with a 2D Homework Problem

In summary, the conversation discusses the basic steps for solving a 2D homework problem, the difference between 2D and 3D problems, how to choose the correct equation or formula for a 2D problem, common mistakes to avoid, and ways to improve problem-solving skills for 2D problems. The basic steps for solving a 2D problem include identifying given values and the unknown variable, setting up and solving an equation, and checking the solution. 3D problems involve an additional dimension and require the use of more equations and formulas. To choose the correct equation or formula for a 2D problem, it is important to carefully read the problem and identify the given values and unknown variable. Common mistakes to avoid when solving
  • #1
dirk_mec1
761
13

Homework Statement



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The Attempt at a Solution



I don't know how to choose u. I presume we look in 2D; I thought u should look something like:

[tex]u = \left[ \begin{array}{c} \psi \\ \psi \end{array} \right] [/tex]

and [tex] c= \phi [/tex] but that isn't correct.
 
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  • #2
How about picking two vector fields? Pick u=(psi,0) for the first part and u=(0,psi) for the second part.
 
  • #3
Dick said:
How about picking two vector fields? Pick u=(psi,0) for the first part and u=(0,psi) for the second part.

Yes of course, thanks Dick!
 

FAQ: Solving for u: Struggling with a 2D Homework Problem

Can you explain the basic steps for solving a 2D homework problem?

The basic steps for solving a 2D homework problem are:

  • 1. Identify the given values and the unknown variable (u).
  • 2. Use the appropriate equations or formulas to set up an equation with the given values and the unknown u.
  • 3. Solve the equation for u using algebraic manipulation or other mathematical methods.
  • 4. Check your solution by plugging it back into the original equation and ensuring that it satisfies the given values.

What is the difference between 2D and 3D homework problems?

The main difference between 2D and 3D homework problems is the number of dimensions involved. 2D problems deal with two-dimensional figures and values, while 3D problems involve three-dimensional figures and values. This means that 3D problems often require the use of additional equations and formulas to account for the third dimension.

How do I know which equation or formula to use for a 2D homework problem?

The equation or formula you should use for a 2D homework problem depends on the given values and the unknown variable (u). It is important to carefully read the problem and identify the given values and the unknown u before choosing an equation or formula. If you are unsure, you can consult a textbook or ask your teacher for guidance.

What are some common mistakes to avoid when solving a 2D homework problem?

Some common mistakes to avoid when solving a 2D homework problem include:

  • Not carefully reading the problem and identifying the given values and the unknown u.
  • Using the wrong equation or formula for the given values and u.
  • Forgetting to include units in the final answer.
  • Making a calculation error or mistake in algebraic manipulation.

To avoid these mistakes, it is important to double-check your work and carefully follow the steps for solving a 2D problem.

How can I improve my problem-solving skills for 2D homework problems?

Some ways to improve your problem-solving skills for 2D homework problems include:

  • Practice solving a variety of 2D problems using different equations and formulas.
  • Read and understand the steps for solving a 2D problem and follow them carefully.
  • Ask for help or clarification if you are struggling with a specific problem or concept.
  • Review your work and try to identify any mistakes or areas for improvement.

By consistently practicing and seeking help when needed, you can improve your problem-solving skills and become more confident in solving 2D homework problems.

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