What's the Matter?
Weather the Weather
What in the World?
Physics and Flood
Secret Codes
100

The smallest particle of a type of matter.

What is an atom?

100

This measures the air temperature.

What is a thermometer?

100

Three types of rock.

What are igneous, sedimentary, and metamorphic?

100

A large wooden structure that took 100 years to build, was longer than a football field, and could hold 17 olympic size swimming pools.

What is Noah's Ark?

100

Makes a hero move one space right.

What is hero.moveRight()?

200

A specific type of atom such as hydrogen, oxygen or carbon.

What is an element?

200

The four stages of the water cycle.

What are evaporation, condensation, precipitation, and runoff/collection?

200

A shaking of the earth caused by a shift in the Earth's crust.

What is an earthquake?

200

The three types of levers.

What are 1st, 2nd, and 3rd class levers?

200

Two types of coding language.

What are block coding and Python?

300

The amount of matter in an object, measured in units of grams or slugs

What is mass?

300

Four types of precipitation.

What are rain, snow, sleet, and hail.

300

Schist and Gneiss, for example.

What are types of metamorphic rock?

300

Three tools that make use of an inclined plane.

What are a knife, ax, screw, bolt, etc.?
300

The error in this python statement:

if hero.isReady("cleave):

What is missing " after ("cleave  

400

A property of matter that determines whether an object floats or sinks.

What is density?

400
This type of cloud is high in altitude and appears feathery or wispy.

What is a cirrus cloud?

400

The theory that the Earth's crust is broken into plates that can move around.

What is plate tectonics?

400

Evidence of a Global Flood.

(Teacher discretion)

400

The code that causes an action to be repeated over and over until a condition is met.

What is a control loop (while true:)

500

A combination of substances.

What is a mixture?

500

An instrument that measures the air pressure.

What is a barometer?
500

A cycle of material caused by temperature and density differences, found in the mantle below the Earth's crust.

What is convection?

500

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

Is 5x8 plus 20x2 equal to 15x2 plus 10x5?

500
The error in this code:


Enemy = hero.findNearestEnemy()
if hero.isReady("cleave"):
      hero.cleave(enemy)

What is a capital E in (enemy)?