It seems like you're asking about finding the value of \( x \) in a situation involving angles, possibly in a geometric context. However, the information provided is not clear.
If you are suggesting that \( 58 \) degrees and \( x \) are related, such as being part of a triangle or supplementary angles, please clarify the relationship. For example, are you asking if \( x \) is the supplement, complement, or part of a triangle with \( 58 \) degrees?
• If they are supplementary angles:
\[
x + 58 = 180 \quad \Rightarrow \quad x = 180 - 58 = 122 \text{ degrees}
\]
• If they are complementary angles:
\[
x + 58 = 90 \quad \Rightarrow \quad x = 90 - 58 = 32 \text{ degrees}
\]
• If it's a triangle and \( x \) and \( 58 \) are the angles in the triangle:
Assuming the third angle is \( z \):
\[
58 + x + z = 180
\]
You would need more information to solve for \( x \).
Please provide additional details to assist you better!