It looks like you're trying to write a mathematical expression, but the notation seems unclear. Let me attempt to interpret it and make sense of it:

1. \( y = x + o(2)y = x + 4(39)y = x - 4 \)

This could mean several things, depending on the context. Could you clarify what you're trying to express here?

1. The first part: \( y = x + o(2) \) might refer to a Big-O notation, where \( o(2) \) stands for the small order of \( x^2 \) terms in an asymptotic expansion.
2. Then, there's \( y = x + 4(39) \), which might mean \( y = x + 4 \times 39 \), or \( y = x + 156 \).
3. Lastly, \( y = x - 4 \) is a simple linear equation.

Please let me know the context so I can better help. 

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Here are 5 questions that might help clarify your inquiry:
1. Were you intending to write an asymptotic expansion with Big-O notation in the first part?
2. Is the term \( 4(39) \) meant to be a multiplication of \( 4 \times 39 \)?
3. Are the equations supposed to be separate, or are they related in some way?
4. Are you solving for the value of \( y \) or expressing multiple functions?
5. Would you like help graphing these equations?

**Tip**: When writing equations, use parentheses to group operations and ensure clarity.

Explore equations involving Big-O notation and linear expressions such as y = x + o(2), y = x + 4(39), and y = x - 4. This page breaks down these mathematical expressions, covering concepts like asymptotic expansions and algebraic manipulation. Suitable for advanced high school or undergraduate students.

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