What are the biotic things in an ecosystem?
All living things
What is the speed of a car that drives 600 miles in 3 hours?
200 miles per hour
Define volume and pitch.
Volume- how loud or soft something is
Pitch- how high or low something is
Why do we have day and night?
The Earth makes on full rotation on its axis in 24 hours.
What is something that produces a sound with a high volume and a low pitch?
A truck, a horn...
What type of organism breaks down plants and animals and returns minerals to the soil?
Decomposers
What are two ways you can make an object move more quickly?
Decrease the mass and increase the force
Tighten or loosen the strings
Draw a diagram that shows the movement of Earth, the moon, and the sun

Describe balanced and unbalanced forces
A balanced force is when the forces are equal in size and go in opposite directions (keeps something still)
An unbalanced force is when one force is stronger than the other and causes a change in motion
Plants use sunlight, carbon dioxide, and water in photosynthesis. What are the products of photosynthesis?
Glucose and oxygen
Ms. Linowes is pushing a cart of books down the hall. A student adds more books to the cart, which increases the mass. What should she do if she wants the cart to go the same speed?
Push the cart with more force
Why does a banana appear yellow?
It reflects yellow and absorbs all of the other colors.
Match the definition to the correct term:Â

1. c
2. a
3. d
4. b
5. e
What determines the color of a star?
Its temperature
What type of organism is the deer in this food web?
Consumer/herbivore/prey
Explain why a book that is on a table does not move? Hint: think about the forces acting on the book and if they are balanced or unbalanced.
The force of gravity is balanced by an upward push of the table.
Sort the following by whether it is reflection or refraction:
a prism
an echo
a straw in a glass
a prism and a straw in a glass are refraction
an echo is reflection
Why do stars look so small, but the sun looks so big?
The sun is closer to the Earth and the stars are located very far from the Earth.
What 2 factors influence the strength of an object's gravity?
mass and distance

If the number of cod decreases suddenly, what is the short term effect in the food web?
Fewer leopard seals
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
a

What happens to the path of light when it strikes the boy?
A. The path of light does not change when it strikes the boy.
B. The path of light begins to travel in crooked lines when it strikes the boy.
C. The path of light continues through the object and forms a shadow on the ground.
D. The path of light is changed, and the area of blocked light forms a shadow on the ground.
D.

B. a comet
What is the name of the space vehicles that take pictures of objects in space? (think about the Mars rover)
space probes