Parts of an Experiment
Scientific Investigation
Rugged Relationships
Living Together
Anything Goes
100

This is the variable changed by the investigator.


What is the independent variable?

100

This is the group that receives the treatment.

What is the experimental group?

100

This is the name of the relationship when both variables increase at the same time.

What is a direct relationship?

100

This term defines all the organisms of one certain species in an area?

What is a population?

100

This is the part of the body where digestion begins.

What is the mouth?

200

This is the variable we measure in an experiment.

What is the dependent variable?

200

This is the group that does NOT receive the treatment.

What is the control group?

200

This is the name of the relationship when one variable increases while the other variable decreases.


What is an inverse relationship?

200

This is the collection of all the different organisms living in an area.


What is a community?

200

These organisms cause infections to the human body.

What are microorganisms?

300

We need this variable to keep the experiment fair and so the experimenter knows what is causing the DV to change.

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

What is a constant?

300

This is the format used to write a hypothesis.

What is: If... then... because...?

300

This is the relationship between variables where one variable changes but the other variable stays the same.

What is a constant relationship?

300

This is a complex network of different communities of organisms including both living and nonliving factors.

What is an ecosystem?

300

This is the smallest single unit of life.

What is a cell?

400

We need this part of an experiment to use as a baseline to compare other results. It is the group in an experiment that shows us the "normal" or "expected" results and whether or not the "treatment" works.

<img data-fr-image-pasted="true" 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

What is the control group?

400

This is a possible hypothesis using the correct format for the given variables:

IV: Level of sugar eaten

DV: Activity level

What is:

Many answers

Example: IF you eat lots of sugar, THEN you will be very active BECAUSE the sugar provides you with an energy rush.

400

This is an example of a direct relationship in the real world.

What is...

Many possibilities — more sugar causes more cavities, more sunlight causes more plant growth, etc.

400

This process caused this plunge pool to form at the bottom of this waterfall.

What is erosion?

400

Based on this data table's pattern, this is the number of Bacteria B predicted at 6 hours.

<img src="https://i.imgur.com/PJC8Fw8.png">



What is 64?

500

This is a possible hypothesis for the following experiment.

You want to see how the different types of IG posts affect the number of likes you receive.

IV: Types of IG posts (selfie, video, OOTD)

DV: # of likes


What is...

If ________ Then ______ Because....?


Ex: If I post a selfie then I will receive more likes because I am beautiful and people enjoy seeing my face.

500
Angel and Rashad conduct an experiment where Angel plays Fortnite for 1 hour, while Rashad plays Fortnite for 2 hours. They both play in the evening on a Tuesday using their PS4. After playing, they measure their level of happiness on a scale from 1 to 10.


These are 3 constants in this situation.

What is:

They play the same game (Fortnite)

They play on the same day (Tuesday)

They play at the same time of day (e.g. evening)

They play on the same platform (e.g. PS4)

500

This is an example of a constant relationship in the real world.

What is:

Many possibilities — for instance, as you drink more water, there is no effect on the amount of rain that falls from the sky

500

This is the proper order the diagrams should be placed in considering that a glacier has melted back by 100 km over a period of 200 years.

<img src="https://i.imgur.com/Xftaij7.png">

What is C-> D-> A -> B?

500

This is the enzyme that functions best in a pH environment most similar to that of human stomach enzymes. 

<img src="https://i.imgur.com/xn4beF1.jpg">

What is enzyme A?

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