Cruz Nguyen
02/02/2023 · Primary School
\( \mu + ( 4 p - \sigma ) + 3 \mu - \ll N + 2 M - 1 \)
UpStudy ThothAI Solution
Tutor-Verified Answer
Step-by-step Solution
To simplify the expression \( \mu + (4p - \sigma) + 3\mu - \ll N + 2M - 1 \), we can combine like terms and clarify the notation.
1. Combine the terms involving \( \mu \):
\[
\mu + 3\mu = 4\mu
\]
2. The expression now looks like:
\[
4\mu + (4p - \sigma) - \ll N + 2M - 1
\]
3. We can rewrite it as:
\[
4\mu + 4p - \sigma - \ll N + 2M - 1
\]
Assuming \( \ll N \) is a term that needs to be included as is, the final simplified expression is:
\[
4\mu + 4p - \sigma - \ll N + 2M - 1
\]
If \( \ll N \) is a typographical error or needs clarification, please provide more context. Otherwise, this is the simplified form of the expression.
Quick Answer
\( 4\mu + 4p - \sigma - \ll N + 2M - 1 \)
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