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If t=s-3, what is s+t?...

If `t=s-3`, what is `s+t`?

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To solve the problem where \( t = s - 3 \) and we need to find \( s + t \), we can follow these steps: ### Step 1: Substitute the value of \( t \) We know that \( t = s - 3 \). We can substitute this value into the expression \( s + t \). \[ s + t = s + (s - 3) \] ### Step 2: Simplify the expression Now, we simplify the expression we obtained in Step 1. \[ s + t = s + s - 3 = 2s - 3 \] ### Step 3: Conclusion The expression \( s + t \) simplifies to \( 2s - 3 \). This is the final answer, but we can analyze it further based on the parity (odd/even nature) of \( s \).
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