Answer :
- Divide the weight in pounds by the number of pounds in a ton.
- Perform the calculation: $\frac{245}{2000} = 0.1225$.
- State the final answer in tons.
- The final answer is $\boxed{0.1225 \text{ tons}}$.
### Explanation
1. Understanding the Problem
We are given a weight of 245 pounds and asked to convert it to tons. We know that 1 ton is equal to 2000 pounds. To convert pounds to tons, we will divide the number of pounds by the number of pounds per ton.
2. Performing the Conversion
To convert 245 pounds to tons, we divide 245 by 2000:$$\frac{245 \text{ pounds}}{2000 \text{ pounds/ton}} = 0.1225 \text{ tons}$$.
3. Final Answer
Therefore, 245 pounds is equal to 0.1225 tons.
### Examples
Imagine you're estimating the weight of construction materials delivered to a site. Knowing how to convert pounds to tons helps ensure that the delivery trucks aren't overloaded and that you have the right equipment to handle the materials. This conversion is also useful in logistics, shipping, and any field where weight measurements are critical for planning and safety.
- Perform the calculation: $\frac{245}{2000} = 0.1225$.
- State the final answer in tons.
- The final answer is $\boxed{0.1225 \text{ tons}}$.
### Explanation
1. Understanding the Problem
We are given a weight of 245 pounds and asked to convert it to tons. We know that 1 ton is equal to 2000 pounds. To convert pounds to tons, we will divide the number of pounds by the number of pounds per ton.
2. Performing the Conversion
To convert 245 pounds to tons, we divide 245 by 2000:$$\frac{245 \text{ pounds}}{2000 \text{ pounds/ton}} = 0.1225 \text{ tons}$$.
3. Final Answer
Therefore, 245 pounds is equal to 0.1225 tons.
### Examples
Imagine you're estimating the weight of construction materials delivered to a site. Knowing how to convert pounds to tons helps ensure that the delivery trucks aren't overloaded and that you have the right equipment to handle the materials. This conversion is also useful in logistics, shipping, and any field where weight measurements are critical for planning and safety.
