Physical Science
Earth/Space Science
Life Science
Scientific Inquiry
Random
100

Name a simple machine in the following. Be ready to tell what part. 

https://www.scriptol.com/xml/code/rube-goldberg-machine.svg


Multiple answers accepted. 

100

Which layer would be the oldest?


F

100

What are the correct levels of organization in a human body using the following words:

cell 

organ 

organelle

organ system

tissue

organelle, cell, tissue, organ, organ system

100

Why is it important to have control/constant variables? 

So the experiment is valid, reliable, accurate. 

100

You mix two substances together and one dissolves Chemical change, physical change, neither, or both? 

physical 

200

Which color wavelength has the longest wavelength?

Red

200

List the phases of the moon in order starting with new moon.

New moon, waxing crescent, 1st quarter, waxing gibbous, full moon, waning gibbous, 3rd quarter, waning crescent

200

Name 2 of the 3 things needs for photosynthesis to occur. 

water, sunlight, carbon dioxide

200

Johnny wants to test if the temperature of fabric will change if different colors are left in the sun. What is his IV? 

colors of fabric 

200

The equation for speed? 

Distance/time 

300


a. 1 molecule, 10 atoms

b. 1 element, 10 molecules

c. 10 molecules, 10 elements 

d. 10 elements, 10 molecules

A

300

If a rock is formed from a volcanic eruption, which type of rock is it? 

Igneous

300

What would go into the circled box? 


The sun 

300

Johnny wants to test if the temperature of fabric will change if different colors are left in the sun. What would be a good title for his data table and graph? 

The Effect of Color on the Temperature of Fabric (others may be accepted)

300

What type of circuit is shown? 


parallel 

400

Name 2 of 3 of Newton Laws. 


400

Name two organelles that either different or not found at all in a plant cell vs an animal cell. 

The vacuole is larger in a plant cell. 

A plant cell has a cell wall to give it structure and chloroplasts to go through photosynthesis while an animal cell does not. 

400

Pick two human body systems and explain, with detail, how they work together. 

Mrs. Wilson will check answers. 

400

If the IV is mass of the car and the DV is distance traveled, show me on a graph where each variable would be. 

on x axis (bottom)= mass of the car

on y-axis (left side)= distance traveled

400

Corn Seeds

usually yellow in color

• seeds are exposed because

they are not covered by a

casing

• seeds remain on the plant’s

cob after they mature

Teosinte Seeds

• dark brown in color

• tough, hard seed casing

surrounds each seed

• seeds easily release from the

stalk of the plant after they

mature

Name one reason why teosinte seeds would be more successful at reproducing. 

500

Which statement best describes the picture?

A. Wave A has a higher frequency because it has a longer wavelength. 

B. Wave A has a higher frequency because it has a higher amplitude. 

C. Wave B has more energy because it has a higher amplitude.

D. Wave B has more energy because it has a higher frequency. 


C

500

In which layer of the atmosphere does weather occur?

Troposphere 

500

In genetics if both parents have the dominate trait, but each has a recessive allele, what percent chance would the offspring have to get the dominate trait? 

75%

500

Write a hypothesis from the following testable question: How the the type of medium affect the speed the light will travel. 

Multiple answers accepted. 

500

Based on the hotspot theory diagram, circle a word or phrase in each set of options to

complete the statement.

Energy from ( the sun / Earth’s interior ) causes ( ocean currents / convection in the mantle )

and the movement of the ( hotspot / Pacific Plate).

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

Earth's interior, convention in the mantle, pacific Plate 

M
e
n
u