The Sun
The Stars
Gravity
Telescopes
Scientific Investigations
100

What is the Sun?

A star. The sun is the star in the center of our solar system.

100

What is a star?

A ball of hot, glowing gases.

100

What is gravity?

A pulling force between two objects. Gravity is what keeps us on the ground.

100

What is a telescope?

A tool/instrument that makes faraway objects appear closer and larger.

100

Name one investigation/experiment we have conducted during this unit.

Sphere Size Relation Activity

Distance of Stars Inquiry Activity

Gravity Activity

Overcoming Gravity Inquiry Activity

Telescope Simulator


200

The Sun is a star which gives off energy. Which form of the Sun's energy reach the Earth?

A. light and heat

B. light and sound

C. heat and electrical

D. heat and mechanical

A. light and heat

200

Sam, Lisa, and Meg are standing in the shade. The Sun is bright and hot. They know the Sun is a star, and they wonder how it compares to other stars. Who's thinking is correct?

A. Sam: The Sun is really big, and I think all the stars we can see are big too.

B. Lisa: I think all the stars are yellow like the Sun is.

C. Meg: I think the other stars are cool, not hot like the Sun.

A. Sam: The Sun is really big, and I think all the other stars we see are big too.

200

What is the opposition of gravity?

When a force resists (fights against) or overcomes the pull of gravity.

200

Cindy, Kurt, and Jim were taking turns looking through a telescope into the night sky. They had different opinions on how the telescope was assisting them in observing stars and other objects in space. Whose thinking is correct?

A. Cindy: "I think the telescope is helping us observe objects in space which are very small."

B. Kurt: "I think the telescope is making the night sky brighter so the objects are easier to observe."

C. Jim: "I think the telescope is helping us observe objects in space which are very far away."

C. Jim: "I think the telescope is helping us observe objects in space which are very far away."

200

Why is it important for you to organize your observations in a table, chart, or graph?

To help organize, analyze and draw conclusions from your investigation.

300

Dan knows that the Sun's energy travels through space to the Earth. Which is not an effect of the Sun's energy on the Earth?

A. It warms the Earth's oceans

B. It causes objects to fall to the Earth

C. It lights up the Earth's daytime sky

D. It warms up the Earth's land masses

B. It causes objects to fall to the Earth.

300

John and Mark are looking up into the night sky and talking about why stars look like tiny points of light in the night sky. Which of the following is the correct reason why stars appear to be so small in the night sky?

A. In the night sky all objects look small.

B. Stars do not give off much light.

C. All stars in the night sky are very far away.

D. All stars are much smaller than our Sun.

C. All stars in the night sky are very far away.

300

Gus is doing work on his computer. The computer sits on a desk. What is helping overcome the force of gravity on the computer?

A. The chair

B. The shape of the computer

C. The desk

D. The direction Gus faces the computer

C. The desk

300

Ray is using a telescope to look at objects in the night sky. Why is Ray using a telescope to look at objects in the night sky?

A. Telescopes makes stars look farther away.

B. Telescopes let scientists see fewer stars.

C. Telescopes make stars look larger.

D. Telescopes make stars look smaller.

C. Telescopes make stars look larger.

300

Jenny wants to keep a science journal so that other scientists will be able to examine her investigation and verify her results. What information should she record in her science journal?

A. observations

B. data

C. charts

D. all of the above

D. all of the above

400

The Sun and other stars are alike in many ways. How is the Sun different from the other stars in the sky?

A. The sun is made up of gases while other stars are not.

B. The sun is much hotter than all of the other stars.

C. The sun is much larger than all other stars.

D. The sun is much closer to the Earth than the other stars.

D. The sun is much closer to the Earth than the other stars.

400

Nina is observing two stars in the night sky. Nina notices that Star A appears brighter than Star B. Which best explains why Star A appears brighter to Nina?

A. Star A is smaller than Star B.

B. Star A is the same size as Star B.

C. Star A is closer to Earth than Star B.

D. Star A is farther away from Earth than Star B.

C. Star A is closer to Earth than Star B.

400

People visit Kennedy Space Center to observe rocker launches. These rockets care powerful enough to escape the effects of Earth's gravity and reach outer space. What does this demonstrate about Earth's gravity?

A. That is can be overcome

B. That it is too powerful to be overcome

C. That is changes from place to place

D. That it changes from time to time

A. That is can be overcome

400

Which of the two photos was taken with the aid of a telescope?

A.<img data-fr-image-pasted="true" src="data:image/png;base64,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

B.

400

Sam is learning about the solar system in her science class. As part of her lessons she is tasked with building a model of our home solar system. How will making the model help Sam even though it doesn't move like the real solar system?

A. It will help her live on Mercury when she becomes an astronaut

B. It will help her measure the distance between the planets

C. It will help her understand where the objects in the solar system are found compared to each other

D. It will help her see planets in motion just like the actual planets

C. It will help her understand where the objects in the solar system are found compared to each other.

500

A group of students set up the demonstration below to show how stars appear from Earth. Flashlights A and B are each twice as bright as flashlights C and D. Flash light D stands for the Sun. Flashlights A, B, and C stand for other stars. Which does this demonstration show?

A. The Sun appears bigger than other stars because it is closest.

B. The Sun appears brighter than other stars because it is the hottest.

C. The Sun appears bigger than the other stars because it is the brightest.

D. The Sun appears brighter than other stars because it is the biggest.

A. The Sun appears bigger than other stars because it is closest.
500

Why could 2 stars appear different in our night sky?

Two stars may appear different in our night sky because they may be different sizes, colors, or distances from the Earth.

500

Sarah is observing birds flying south for the winter. Which of the following statements is true?

A. Birds fly by using heat energy to overcome gravity.

B. Birds fly by using forces to overcome gravity.

C. Birds are very light so there is no pull from gravity affecting them.

D. Birds avoid gravity by flying very quickly.

B. Birds fly by using forces to overcome gravity.

500

Some groups of stars seem to form a picture in the sky. These star patterns can look different when viewed with a telescope than when viewed with a telescope. Which is a way that a star pattern could look different when viewed through a telescope?

A. Its main stars could look less bright

B. It could have more stars

C. Its main stars could look smaller

D. It could have a different arrangement of stars

B. It could have more stars

500

Gary and Ken both have rock collections. Gary is grouping his rocks by how they formed. Kennedy is comparing and contrasting different properties of her rocks and recording her observations. Which students is doing a scientific investigation?

A. Ken only

B. Gary only

C. Neither Gary nor Ken

D. Both Gary and Ken

A. Ken only