Mathematica Mathematica redundant transcandental equations

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In the discussion, the user seeks assistance with Mathematica regarding the output of the conjugate function when dealing with real numbers. They want to modify the output so that it displays simply as x instead of Conjugate[x]. The conversation also touches on solving equations involving trigonometric functions, specifically the equation 4 * Sin[x*t]^2 * Sin[t*sqrt(4+x^2)]^2 == 0. The user notes that while the Solve command works for polynomial equations, it encounters issues with trigonometric functions, leading to errors related to inconsistent or redundant transcendental equations. They are looking for guidance on how to solve for both x and t simultaneously in this context.
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Homework Statement



If you define x to be real,

x Esc el Esc Reals

Then right
Conjugate[Exp[[- Esc ii Esc * x ]]]

Mathematica will output
[Exp[Esc ii Esc * Conjugate[x]]]

How do I make it so it doesn't write Conjugate[x] and just x?

Homework Equations





The Attempt at a Solution

 
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Element[x,Reals] and Esc el Esc work but does anyone know the ordering?
 
Last edited:
So say if I had

4 * Sin[x*t]^2 * Sin[t*sqrt(4+x^2)]^2 == 0

Writing Solve[{4 * Sin[x*t]^2 * Sin[t*sqrt(4+x^2)]^2 == 0,another similar expression with negatives say,}{x,t}]

This command works with polynomials but not so subtle with trig functions, does anyone know what I can do to solve for x and t simultaneously?
Would give me an error, inconsistent or redundant transcandental equation.
 

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