rounded The data below are for water (1₂0) Boiling Point Melting point Heat of SH Capacity (solid) SH Capacity SH Capacity (liquid) Vaporization (vapor) 100.0°C 334 3/g 2260 J/g 2.05 J/gºC 4.18 J/gºC 1.90 J/g"C 1. Draw a heating curve for substance water, going from -20°C to 125°C on the axis below. Write in all formulas used to calculate heat. A 125 C 0.0°C 100 °C. Temp- OC- -20°C- F E Heat of Fusion q=MAHFUS EmSs4T C q=m4Hvap q=mseAT B 9 AH 9-MSVAT 9mSAT Gheat m=mass AT (T2-T)-Change S-specific heat Temp Time b. Determine the amount of heat necessary to convert 15.0g of water at 100.0°C to steam at 100.0°C. qmAHrusion-melting malvaporization boiling

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**Educational Website Transcript**

---

**Title: Understanding Heating Curves for Water (H₂O)**

**Introduction:**

Explore the process of heating water from a solid state at -20°C to a vapor state at 125°C. This section will explain the heating curve, detailing the energy changes at different stages and helping students understand the formulas involved in calculating heat. 

**Data Table for Water (H₂O):**

- **Melting Point:** 0.0°C
- **Boiling Point:** 100.0°C
- **Heat of Fusion:** 334 J/g
- **Heat of Vaporization:** 2260 J/g
- **Specific Heat Capacity (Solid):** 2.05 J/g°C
- **Specific Heat Capacity (Liquid):** 4.18 J/g°C
- **Specific Heat Capacity (Vapor):** 1.90 J/g°C

**Heating Curve Explanation:**

1. **Graph Overview:**
   - This graph plots temperature (°C) against time, showing the change in state of water from -20°C to 125°C.
   - Important points are labeled from F to A.

2. **Stages of the Heating Curve:**
   - **F to E:** Heating of solid ice from -20°C to 0°C.
     - Formula: \( q = ms_s\Delta T \)
   - **E to D:** Melting of ice at 0°C to form liquid water.
     - Formula: \( q = m\Delta H_{\text{fus}} \) (Heat of Fusion)
   - **D to C:** Heating of liquid water from 0°C to 100°C.
     - Formula: \( q = ms_l\Delta T \)
   - **C to B:** Boiling of water at 100°C to form vapor.
     - Formula: \( q = m\Delta H_{\text{vap}} \) (Heat of Vaporization)
   - **B to A:** Heating of vapor from 100°C to 125°C.
     - Formula: \( q = ms_v\Delta T \)

**Additional Information:**

- **Variables Explained:**
  - \( q \): Heat energy
  - \( m \): Mass of the substance
  - \( s_s, s_l, s_v \): Specific heat capacities (solid, liquid, vapor)
  - \( \Delta T \): Change in
Transcribed Image Text:**Educational Website Transcript** --- **Title: Understanding Heating Curves for Water (H₂O)** **Introduction:** Explore the process of heating water from a solid state at -20°C to a vapor state at 125°C. This section will explain the heating curve, detailing the energy changes at different stages and helping students understand the formulas involved in calculating heat. **Data Table for Water (H₂O):** - **Melting Point:** 0.0°C - **Boiling Point:** 100.0°C - **Heat of Fusion:** 334 J/g - **Heat of Vaporization:** 2260 J/g - **Specific Heat Capacity (Solid):** 2.05 J/g°C - **Specific Heat Capacity (Liquid):** 4.18 J/g°C - **Specific Heat Capacity (Vapor):** 1.90 J/g°C **Heating Curve Explanation:** 1. **Graph Overview:** - This graph plots temperature (°C) against time, showing the change in state of water from -20°C to 125°C. - Important points are labeled from F to A. 2. **Stages of the Heating Curve:** - **F to E:** Heating of solid ice from -20°C to 0°C. - Formula: \( q = ms_s\Delta T \) - **E to D:** Melting of ice at 0°C to form liquid water. - Formula: \( q = m\Delta H_{\text{fus}} \) (Heat of Fusion) - **D to C:** Heating of liquid water from 0°C to 100°C. - Formula: \( q = ms_l\Delta T \) - **C to B:** Boiling of water at 100°C to form vapor. - Formula: \( q = m\Delta H_{\text{vap}} \) (Heat of Vaporization) - **B to A:** Heating of vapor from 100°C to 125°C. - Formula: \( q = ms_v\Delta T \) **Additional Information:** - **Variables Explained:** - \( q \): Heat energy - \( m \): Mass of the substance - \( s_s, s_l, s_v \): Specific heat capacities (solid, liquid, vapor) - \( \Delta T \): Change in
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