Solving a Trigonometry Problem: Find u(x,t) Polynomial

In summary, the task requires an answer in the form of u(x,t) = (some polynomial). The solution provided is not necessary, but a clear explanation would be appreciated or one answer using calculators. The person has attempted to solve the problem themselves without success due to difficulties obtaining the values of the constants and expressing them through integration and trigonometry. They suspect the issue may lie in the cosines of the bad roots.
  • #1
MIXA066
1
0
<Moderator's note: Moved from a technical forum and thus no template.>

Task: http://snk066.tk/math/Task.png
My solution: http://snk066.tk/math/my_solution.jpg
What you need to? I need an answer in the form: u (x,t) = (some polynomial)
The solution is not really necessary, if someone will explain-thank you, but if there are calculators that believe this, one answer will do.
I tried to decide for myself, it did not work. The problem consists in obtaining the values of the constants. The integration and expression of these constants, where is trigonometry, they're just not expressed, maybe under the cosines of the bad roots.
 
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  • #2
MIXA066 said:
<Moderator's note: Moved from a technical forum and thus no template.>

Task: http://snk066.tk/math/Task.png
My solution: http://snk066.tk/math/my_solution.jpg
What you need to? I need an answer in the form: u (x,t) = (some polynomial)
The solution is not really necessary, if someone will explain-thank you, but if there are calculators that believe this, one answer will do.
I tried to decide for myself, it did not work. The problem consists in obtaining the values of the constants. The integration and expression of these constants, where is trigonometry, they're just not expressed, maybe under the cosines of the bad roots.

If you really do want help you should type out your solution; the images you posted are unreadable on my screen. Read the PF Guidelines.
 
  • #3
Thread closed. It's very difficult to read the solutions image. Please post your work inline, not as an image. See our tutorial on LaTeX here https://www.physicsforums.com/help/latexhelp/.
 

1. How do I solve a trigonometry problem?

To solve a trigonometry problem, you will need to use the basic trigonometric functions such as sine, cosine, and tangent. You will also need to use the Pythagorean theorem and other trigonometric identities to simplify the problem. It is also important to understand the unit circle and how it relates to trigonometric functions.

2. What is u(x,t) polynomial in trigonometry?

The u(x,t) polynomial in trigonometry refers to a function that involves both an independent variable x and a dependent variable t. The polynomial is usually written in terms of sine, cosine, and other trigonometric functions.

3. How do I find the value of u(x,t) polynomial?

To find the value of u(x,t) polynomial, you will need to plug in the given values for x and t into the polynomial equation. Then, you can use trigonometric identities and algebraic techniques to simplify the equation and find the final value.

4. What are some common trigonometric identities to use when solving u(x,t) polynomial?

Some common trigonometric identities to use when solving u(x,t) polynomial include the Pythagorean identities, double angle identities, and sum and difference identities. These identities can help to simplify the polynomial equation and make it easier to solve.

5. How can I check my answer when solving a u(x,t) polynomial?

You can check your answer by plugging in the values you found for x and t into the original equation and seeing if it equals the value given in the problem. You can also use a graphing calculator to plot the polynomial and see if your solution matches the graph.

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