Answer :
- Substitute the given Fahrenheit temperature ($356^{\circ} F$) into the conversion formula: $^{\circ} C = (^{\circ} F - 32) \div 1.8$.
- Simplify the expression: $356 - 32 = 324$.
- Divide to find the Celsius temperature: $324 \div 1.8 = 180$.
- The temperature in Celsius is $\boxed{180^{\circ} C}$.
### Explanation
1. Understanding the Problem
We are given the temperature in Fahrenheit, which is $356^{\circ} F$, and we need to convert it to Celsius using the formula:$$^{\circ} C = (^{\circ} F - 32) \div 1.8$$
2. Substituting the Value
Now, we substitute the given Fahrenheit temperature into the formula:$$^{\circ} C = (356 - 32) \div 1.8$$
3. Simplifying the Expression
Next, we simplify the expression inside the parentheses:$$356 - 32 = 324$$So the equation becomes:$$^{\circ} C = 324 \div 1.8$$
4. Calculating the Celsius Temperature
Now, we perform the division:$$324 \div 1.8 = 180$$Therefore, the temperature in Celsius is $180^{\circ} C$.
5. Final Answer
The temperature in Celsius is $180^{\circ} C$.
### Examples
Temperature conversion is essential in many real-world applications. For example, when following a recipe from a different country, you might need to convert oven temperatures from Fahrenheit to Celsius or vice versa. Similarly, weather reports often use different temperature scales, and knowing how to convert between them helps you understand the information better. In scientific research, accurate temperature measurements are crucial, and the ability to convert between scales ensures consistency and accuracy in experiments.
- Simplify the expression: $356 - 32 = 324$.
- Divide to find the Celsius temperature: $324 \div 1.8 = 180$.
- The temperature in Celsius is $\boxed{180^{\circ} C}$.
### Explanation
1. Understanding the Problem
We are given the temperature in Fahrenheit, which is $356^{\circ} F$, and we need to convert it to Celsius using the formula:$$^{\circ} C = (^{\circ} F - 32) \div 1.8$$
2. Substituting the Value
Now, we substitute the given Fahrenheit temperature into the formula:$$^{\circ} C = (356 - 32) \div 1.8$$
3. Simplifying the Expression
Next, we simplify the expression inside the parentheses:$$356 - 32 = 324$$So the equation becomes:$$^{\circ} C = 324 \div 1.8$$
4. Calculating the Celsius Temperature
Now, we perform the division:$$324 \div 1.8 = 180$$Therefore, the temperature in Celsius is $180^{\circ} C$.
5. Final Answer
The temperature in Celsius is $180^{\circ} C$.
### Examples
Temperature conversion is essential in many real-world applications. For example, when following a recipe from a different country, you might need to convert oven temperatures from Fahrenheit to Celsius or vice versa. Similarly, weather reports often use different temperature scales, and knowing how to convert between them helps you understand the information better. In scientific research, accurate temperature measurements are crucial, and the ability to convert between scales ensures consistency and accuracy in experiments.
