fter reducing the Planet Mass to 0.5, we observe the subsequent motions. How are the orbits of the Earth and Moon affected? Summarize observations and explain why. A website for the simulation shown in the image: https://phet.colorado.edu/sims/html/gravity-and-orbits/latest/gravity-and-orbits_en.html
fter reducing the Planet Mass to 0.5, we observe the subsequent motions. How are the orbits of the Earth and Moon affected? Summarize observations and explain why. A website for the simulation shown in the image: https://phet.colorado.edu/sims/html/gravity-and-orbits/latest/gravity-and-orbits_en.html
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After reducing the Planet Mass to 0.5, we observe the subsequent motions. How are the orbits of the Earth and Moon affected? Summarize observations and explain why.
A website for the simulation shown in the image:
https://phet.colorado.edu/sims/html/gravity-and-orbits/latest/gravity-and-orbits_en.html

Transcribed Image Text:**Title: Exploring Gravity and Orbits**
**Description:**
This interactive simulation demonstrates the principles of gravity and orbital mechanics.
**Diagram Explanation:**
The central part of the simulation displays a star, a planet, and a moon orbiting in space.
- **Star**: Depicted at the center, with a circular path indicating its gravitational influence.
- **Planet**: Orbits the star, represented by a blue arrow indicating its velocity.
- **Moon**: Orbits the planet, shown with an orange arrow for its velocity.
**Control Panel:**
- Located on the right side, allowing users to adjust various parameters:
- **Objects**: Selection of celestial bodies including star and planet combinations.
- **Gravity Toggle**: Option to turn gravity on or off.
- **Measurements**:
- **Gravity Force**: Blue arrow indicates the gravitational pull.
- **Velocity**: Orange arrow shows the speed and direction of an object.
- **Mass, Path, Grid, Measuring Tape**: Options for displaying additional details.
- **Star Mass Slider**: Ranges from 0.5 to 2.0 times our Sun’s mass.
- **Planet Mass Slider**: Ranges from 0.5 to 2.0 times Earth’s mass.
**Simulation Controls:**
- **Play/Pause and Fast Forward**: Allows users to control the flow of the simulation.
- **Time Display**: Shows the current time in Earth days.
- **Clear**: Resets the simulation to default values.
**Interactive Learning:**
This tool allows users to visualize and understand the dynamics of celestial bodies and the effect of varying masses and gravitational forces on their orbits.
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