To describe the parts of the expression \( 5n + 13 + 9p + 11n + 14p \), we can categorize the elements as follows:
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Terms: These are the individual parts of the expression separated by plus or minus signs.
- Terms: \( 5n, 13, 9p, 11n, 14p \)
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Coefficients: These are the numerical factors that multiply the variables.
- Coefficients: \( 5, 11 \) (for \( n \)); \( 9, 14 \) (for \( p \))
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Constant Term: This is the term without any variable, which is just a number.
- Constant Term: \( 13 \)
Based on these definitions:
- The terms of the expression are \( 5n, 13, 9p, 11n, 14p \).
- The coefficients are \( 5, 11, 9, 14 \).
- The constant term is \( 13 \).
However, based on your categories, you will categorize them as:
- Terms → \( 5n + 13 + 9p + 11n + 14p \) (whole expression)
- Coefficients → \( 5, 11 \) (from \( n \)); \( 9, 14 \) (from \( p \))
- Constant → \( 13 \)
Please let me know how you would like to place these in your answer boxes, and I can guide you on filling them accordingly.