A house has well-insulated walls 18.0 cm thick (assume conductivity of air) and area 450 m², a roof of wood 5.0 cm thick and area 270 m², and uncovered windows 0.75 cm thick and total area 34 m². Part A Assuming that heat is lost only by conduction, calculate the rate at which heat must be supplied to this house to maintain its inside temperature at 22 C if the outside temperature is -15 °C. Express your answer using two significant figures. conduction Submit IVE| ΑΣΦ Request Answer ? W

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Chapter1: Units, Trigonometry. And Vectors
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**Heat Transfer Analysis Example**

A house features well-insulated walls, roof, and uncovered windows with the following specifications:

- **Walls**: 
  - Thickness: 18.0 cm
  - Total Area: 450 m²
  - Conductivity: Assume the conductivity of air

- **Roof**: 
  - Made of wood
  - Thickness: 5.0 cm
  - Total Area: 270 m²

- **Windows**: 
  - Thickness: 0.75 cm
  - Total Area: 34 m²

**Part A**

**Task**: Calculate the rate of heat supply needed to maintain an indoor temperature of 22 °C while the outside temperature is -15 °C. Assume that heat loss occurs only through conduction.

1. **Equation**: Use the equation for heat conduction rate:
   \[
   \frac{Q_{\text{conduction}}}{t} = \text{(Expression)}
   \]
   where:
   - \( Q \) = Heat transfer
   - \( t \) = Time

2. **Answer**:
   - Provide the heat transfer rate in Watts (W) using two significant figures.

3. **Input Box**: There is a space for entering the calculation result.

4. **Buttons**: Options for submitting and requesting an answer are available.
Transcribed Image Text:**Heat Transfer Analysis Example** A house features well-insulated walls, roof, and uncovered windows with the following specifications: - **Walls**: - Thickness: 18.0 cm - Total Area: 450 m² - Conductivity: Assume the conductivity of air - **Roof**: - Made of wood - Thickness: 5.0 cm - Total Area: 270 m² - **Windows**: - Thickness: 0.75 cm - Total Area: 34 m² **Part A** **Task**: Calculate the rate of heat supply needed to maintain an indoor temperature of 22 °C while the outside temperature is -15 °C. Assume that heat loss occurs only through conduction. 1. **Equation**: Use the equation for heat conduction rate: \[ \frac{Q_{\text{conduction}}}{t} = \text{(Expression)} \] where: - \( Q \) = Heat transfer - \( t \) = Time 2. **Answer**: - Provide the heat transfer rate in Watts (W) using two significant figures. 3. **Input Box**: There is a space for entering the calculation result. 4. **Buttons**: Options for submitting and requesting an answer are available.
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