Question
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4)) Write an expression for the sequence of operations described below, 4)) add 4 and \( k \), then add 2 to the result 4)) Do not simplify any part of the expression, \begin{tabular}{|lll}\hline Submit \end{tabular}

Ask by Bright Chen. in the United States
Feb 21,2025

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Tutor-Verified Answer

Answer

The expression for the sequence of operations is \( (4 + k) + 2 \).

Solution

To write an expression for the sequence of operations described, we can break it down step by step: 1. **Add 4 and \( k \)**: This can be expressed as \( 4 + k \). 2. **Then add 2 to the result**: We take the result from the first step and add 2 to it, which gives us \( (4 + k) + 2 \). Putting it all together, the expression for the sequence of operations is: \[ (4 + k) + 2 \] This expression represents the operations without any simplification.

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Extra Insights

To express the sequence of operations mathematically, you would first start with the variable \( k \) and add 4 to it, resulting in \( k + 4 \). Next, you take that result and add 2, leading to the final expression: \( (k + 4) + 2 \). In summary, the complete expression for the described operations is \( (k + 4) + 2 \). This neatly encapsulates the order in which the operations should be performed without simplifying them.

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