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(1) Add \( (5 s+4)+(9 s+3) \) \( \square \) Submit

Ask by Klein Mullins. in Mexico
Feb 21,2025

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Answer

\( 14s + 7 \)

Solution

Calculate or simplify the expression \( (5s+4)+(9s+3) \). Simplify the expression by following steps: - step0: Solution: \(\left(5s+4\right)+\left(9s+3\right)\) - step1: Remove the parentheses: \(5s+4+9s+3\) - step2: Add the terms: \(14s+7\) The sum of \( (5s+4)+(9s+3) \) is \( 14s+7 \).

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To add \( (5s + 4) + (9s + 3) \), simply combine like terms. Start with the coefficients of \( s \): \( 5s + 9s = 14s \). Then, add the constant terms: \( 4 + 3 = 7 \). So, the final result is \( 14s + 7 \). If you want to double-check this, remember to look for common mistakes like misadding the coefficients or constants. A quick recheck can save you from some simple errors, ensuring you confidently arrive at \( 14s + 7 \)!

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