This galaxy contains red giants and has a definite shape. It is also the type that is our own Milky Way galaxy.
What is a spiral galaxy?
This theory states that the universe began from one point and has been expanding ever since.
What is the Big Bang Theory?
The term given to the inner planets- Mercury, Venus, Earth, and Mars.
The unit of measurement used to measure distances between the Sun and the planets of the Solar system
What is an astronomical unit?
A star begins when the densest parts of a nebula are pulled together, causing atoms to move quickly, collide, and stick together, causing this phenomenon that forms the core of the star.
What is nuclear fusion?
Stars originate in this cloud of gas, dust, and particles.
What is a nebula?
Eventually, it is theorized that the Milky Way Galaxy will collide with this neighboring galaxy.
What is the Andromeda galaxy?
My surface is colder in the northern hemisphere, warmer in the southern hemisphere, and covered with iron oxide. Tell me my name.
What is Mars?
This material contains most of the mass of the universe
What is dark matter?
This graph plots the luminosity versus the temperature of stars and is important for categorizing stars and determining their distance.
What is the Hertzsprung-Russell diagram?
Name the galaxy pictured.
<img class="fr-fic fr-dib" style="width: 294px;" src="data:image/png;base64,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
What is an elliptical galaxy?
This is the age of the universe.
What is 13- 14 billion years?
The planet the is 5.20 AU from the Sun has at least 63 moons, 4 of which are most well-known.
What is Jupiter?
Most stars, including the sun, lie in this sequence in the Hertzsprung-Russell diagram. Their mass determines their luminosity.
What is the main sequence?
This type of galaxy has an odd shape. Many form from gravitational pull of neighbor galaxies, and contain many young stars and areas of intense star formation.
What is an irregular galaxy?
Name this stage of the big bang theory: the universe was dense and hot and atoms didn’t exist. The universe cooled enough over time for atoms, then stars, then galaxies.
What is the origin/beginning of the universe?
The width of this planet's main ring systems stretches 70,000 km into space.
What is Saturn?
Name these TWO dynamic changes:
1. Regions of strong magnetic activity that are cooler than the rest of the Sun's photosphere.
2. Charged particles that stream away from the Sun. They are involved in creating the Northern Lights.
1. What are sunspots?
2. What are solar winds?
Determine which planet corresponds with the following periods of rotation:
1. 88 days
2. 10 hours
3. 224 days (shorter than its period of revolution)
1. What is Mercury?
2. What is Jupiter?
3. What is Venus?
Name the layers of a star, from the interior to the exterior.
What are the Core, Radiative zone, Convection zone, Photosphere, Chromosphere, and Corona?