We appreciate your visit to Lihle s oven uses tex circ C tex but the recipe tells her to set the oven to tex 425 circ F tex What temperature. This page offers clear insights and highlights the essential aspects of the topic. Our goal is to provide a helpful and engaging learning experience. Explore the content and find the answers you need!
Answer :
- Substitute the Fahrenheit temperature (425) into the conversion formula.
- Subtract 32 from 425, resulting in 393.
- Divide 393 by 1.8.
- The equivalent temperature in Celsius is approximately $\boxed{218.33^{\circ}C}$.
### Explanation
1. Understanding the Problem
We are given the temperature in Fahrenheit, $425^{\circ}F$, and we need to convert it to Celsius using the formula:$$^{\circ} C = (^{\circ} F - 32) \\div 1.8$$
2. Applying the Formula
Substitute the given Fahrenheit temperature into the formula:$$^{\circ} C = (425 - 32) \\div 1.8$$
3. Calculating the Numerator
Perform the subtraction inside the parentheses:$$^{\circ} C = 393 \\div 1.8$$
4. Performing the Division
Now, divide 393 by 1.8:$$^{\circ} C = 218.3333...$$
5. Final Answer
Therefore, $425^{\circ}F$ is approximately equal to $218.33^{\circ}C$.
### Examples
Imagine you are baking a cake and the recipe is in Fahrenheit, but your oven displays temperature in Celsius. You need to convert the temperature to ensure you bake the cake at the correct heat. This conversion is also useful when traveling to different countries where temperature scales may vary, helping you understand weather forecasts or set thermostats correctly.
- Subtract 32 from 425, resulting in 393.
- Divide 393 by 1.8.
- The equivalent temperature in Celsius is approximately $\boxed{218.33^{\circ}C}$.
### Explanation
1. Understanding the Problem
We are given the temperature in Fahrenheit, $425^{\circ}F$, and we need to convert it to Celsius using the formula:$$^{\circ} C = (^{\circ} F - 32) \\div 1.8$$
2. Applying the Formula
Substitute the given Fahrenheit temperature into the formula:$$^{\circ} C = (425 - 32) \\div 1.8$$
3. Calculating the Numerator
Perform the subtraction inside the parentheses:$$^{\circ} C = 393 \\div 1.8$$
4. Performing the Division
Now, divide 393 by 1.8:$$^{\circ} C = 218.3333...$$
5. Final Answer
Therefore, $425^{\circ}F$ is approximately equal to $218.33^{\circ}C$.
### Examples
Imagine you are baking a cake and the recipe is in Fahrenheit, but your oven displays temperature in Celsius. You need to convert the temperature to ensure you bake the cake at the correct heat. This conversion is also useful when traveling to different countries where temperature scales may vary, helping you understand weather forecasts or set thermostats correctly.
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