Can i get help with these questions Part CThe component of the momentum of piece B, \( p_{B_x,f} \), is measured to be \( +500 \, \text{kg} \cdot \text{m/s} \) after the explosion. Find the component of the momentum \( p_{A_x,f} \) of piece A after the explosion.Enter your answer numerically in kilogram meters per second.\[ p_{A_x,f} = \, \_\_\_\_ \, \text{kg} \cdot \text{m/s} \] There is a submission box for the answer followed by a "Submit" button and an option to "View Available Hint(s)." ### Educational Website Text**Title: Momentum and Explosive Events****Description:**A giant "egg" explodes as part of a fireworks display. Initially, the egg is at rest. After the explosion, it breaks into two pieces, with piece B moving in the positive x-direction. The masses of both pieces are indicated in the diagram (Figure 1), showing them traveling in opposite directions.**Figure Explanation:**- **Diagram Description:** - The figure illustrates two fragments resulting from the explosion of a giant egg-shaped object. - The left fragment, labeled as "A," has a mass of 10 kg and is moving to the left, as indicated by the left-pointing green arrow. - The right fragment, labeled as "B," has a mass of 30 kg and moves to the right, indicated by the right-pointing green arrow. **Concept Highlight:**This scenario is an example of conservation of momentum, where the total momentum before and after the explosion must remain equal. Despite the explosion, the system’s center of mass will continue to remain at rest if the initial momentum was zero.

Total mass of egg=10+30 kg =40 kgBefore explosion , it is at rest r=0

The component of the momentum of piece B, PBx.f, is measured to be +500 kg · m/s after the explosion. Find the component of the momentum PArf of piece A after the explosion. Enter your answer numerically in kilogram meters per second.

The component of the momentum of piece B, PBx.f, is measured to be +500 kg · m/s after the explosion. Find the component of the momentum PArf of piece A after the explosion. Enter your answer numerically in kilogram meters per second.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Concept explainers

Fire safety

Fire safety is a new domain emerged in the early 90s to enable the design of buildings, structures, and infrastructure against destruction through fire. It also includes the provisions of building codes. This field is mostly associated with the design and efficient planning of a building, to reduce the destruction caused by fire. The branch of engineering that deals with it for the safety of the buildings from destruction of fire, is known as fire safety engineering.

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Can i get help with these questions

Part C

The component of the momentum of piece B, \( p_{B_x,f} \), is measured to be \( +500 \, \text{kg} \cdot \text{m/s} \) after the explosion. Find the component of the momentum \( p_{A_x,f} \) of piece A after the explosion.

Enter your answer numerically in kilogram meters per second.

\[ p_{A_x,f} = \, \_\_\_\_ \, \text{kg} \cdot \text{m/s} \]

There is a submission box for the answer followed by a "Submit" button and an option to "View Available Hint(s)."

### Educational Website Text

**Title: Momentum and Explosive Events**

**Description:**
A giant "egg" explodes as part of a fireworks display. Initially, the egg is at rest. After the explosion, it breaks into two pieces, with piece B moving in the positive x-direction. The masses of both pieces are indicated in the diagram (Figure 1), showing them traveling in opposite directions.

**Figure Explanation:**

- **Diagram Description:**
- The figure illustrates two fragments resulting from the explosion of a giant egg-shaped object.
- The left fragment, labeled as "A," has a mass of 10 kg and is moving to the left, as indicated by the left-pointing green arrow.
- The right fragment, labeled as "B," has a mass of 30 kg and moves to the right, indicated by the right-pointing green arrow.

**Concept Highlight:**
This scenario is an example of conservation of momentum, where the total momentum before and after the explosion must remain equal. Despite the explosion, the system’s center of mass will continue to remain at rest if the initial momentum was zero.

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