A farm has 225 sheep. The farmer expects to get 12 pounds of wool from each sheep. What is the total weight of wool the farmer expects to get? Show your work.
Understand the Problem
The question is asking for the total weight of wool that a farmer expects to get from his sheep. This involves a calculation where the number of sheep (225) is multiplied by the expected weight of wool from each sheep (12 pounds).
Answer
The total weight of wool the farmer expects to get is $2700$ pounds.
Answer for screen readers
The total weight of wool the farmer expects to get is ( 2700 ) pounds.
Steps to Solve
- Identify the given values
The number of sheep is ( 225 ) and the weight of wool expected from each sheep is ( 12 ) pounds.
- Set up the multiplication equation
To find the total weight of wool the farmer expects, multiply the number of sheep by the weight of wool from each sheep: $$ \text{Total Weight} = \text{Number of Sheep} \times \text{Weight per Sheep} $$
- Perform the calculation
Substituting in the values: $$ \text{Total Weight} = 225 \times 12 $$
Now, calculate this multiplication: $$ 225 \times 12 = 2700 $$
- State the final answer
The total weight of wool the farmer expects to get is ( 2700 ) pounds.
The total weight of wool the farmer expects to get is ( 2700 ) pounds.
More Information
This calculation shows the total expected wool production from the sheep on the farm, which is important for gauging the agricultural yield. Farmers often use such calculations to plan for sales and inventory.
Tips
- Not multiplying correctly: Ensure to line up numbers properly when multiplying to avoid small errors leading to incorrect totals.
- Forgetting units: Always remember to include the units of measurement (like pounds) in your final answer.
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