A 52.0 kg woman steps off of a diving platform with a height of 8.0 m and drops straight down into the water. If she reaches a depth of 5.1 m, what is the average magnitude of the resistance force \( F_{\text{average}} \) exerted on her by the water? Ignore any effects due to air resistance.\[ F_{\text{average}} = \]---Explanation for Educational Context:This physics problem involves calculating the average resistance force exerted by water on a woman who dives from a platform. Key points to consider:1. **Mass and Height**: The woman has a mass of 52.0 kg and steps off from an 8.0 m high platform.2. **Depth Reached**: She reaches a depth of 5.1 m into the water.3. **Resistance Force**: You need to calculate the average magnitude of the resistance force, denoted as \( F_{\text{average}} \), exerted by the water.4. **Assumptions**: The problem simplifies calculations by ignoring air resistance.The scenario is typical in introductory physics where students learn to apply concepts of energy conservation and forces.

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A 52.0 kg woman steps off of a diving platform with a height of 8.0 m and drops straight down into the water. If she reaches a depth of 5.1 m, what is the average magnitude of the resistance force Faverage exerted on her by the water? Ignore any effects d to air resistance. Faverage = >

A 52.0 kg woman steps off of a diving platform with a height of 8.0 m and drops straight down into the water. If she reaches a depth of 5.1 m, what is the average magnitude of the resistance force Faverage exerted on her by the water? Ignore any effects d to air resistance. Faverage = >

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Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

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Newton's Second Law

Newton’s laws of motion describe the relationship between the motion of an object and forces acting on it. Newton’s law of motion has two types as follows:

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A 52.0 kg woman steps off of a diving platform with a height of 8.0 m and drops straight down into the water. If she reaches a depth of 5.1 m, what is the average magnitude of the resistance force \( F_{\text{average}} \) exerted on her by the water? Ignore any effects due to air resistance.

\[ F_{\text{average}} = \]

---

Explanation for Educational Context:

This physics problem involves calculating the average resistance force exerted by water on a woman who dives from a platform.

Key points to consider:

1. **Mass and Height**: The woman has a mass of 52.0 kg and steps off from an 8.0 m high platform.
2. **Depth Reached**: She reaches a depth of 5.1 m into the water.
3. **Resistance Force**: You need to calculate the average magnitude of the resistance force, denoted as \( F_{\text{average}} \), exerted by the water.
4. **Assumptions**: The problem simplifies calculations by ignoring air resistance.

The scenario is typical in introductory physics where students learn to apply concepts of energy conservation and forces.

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