Pregunta
At Tall Timbers Tree Farm, customers can pay to cut their own fir or pine trees. During the first weekend of December, 43 pine trees were sold. The farm sold 97 trees in all that weekend. Let \( f \) represent how many fir trees the farm sold. Which equation models the problem? \( f+43=97 \) Solve this equation to find how many fir trees the farm sold. fir trees
Ask by Kelly Pope. in the United States
Jan 30,2025
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The farm sold 54 fir trees.
Solución
To determine how many **fir trees** Tall Timbers Tree Farm sold, let's solve the equation you've provided.
### Given:
- **Total trees sold (fir + pine)**: 97
- **Pine trees sold**: 43
- **Let \( f \)** = Number of fir trees sold
### Equation:
\[ f + 43 = 97 \]
### Solving for \( f \):
1. **Subtract 43 from both sides** of the equation to isolate \( f \):
\[
f + 43 - 43 = 97 - 43
\]
\[
f = 54
\]
### Conclusion:
The farm sold **54 fir trees** during the first weekend of December.
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Bonus Knowledge
To model the problem, we can write the equation \( f + 43 = 97 \), where \( f \) is the number of fir trees sold. This equation captures the total number of trees sold at the farm by adding the number of fir trees to the 43 pine trees sold. Now, let's solve the equation: \[ f + 43 = 97 \] Subtract 43 from both sides: \[ f = 97 - 43 \] This gives us: \[ f = 54 \] So, the farm sold 54 fir trees that weekend!
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