Cells
Evolution
Ecology
Homeostasis and beyond
Genetics
100

The organelle that controls what enters and leaves the cell

What is the cell membrane?

100

He developed the theory of Natural Selection

Who is Charles Darwin?

100

Organisms that make their own food

What are autotrophs?

100

Balance and stability within the body

What is homeostasis?

100

Where DNA is located in the cell

What is the nucleus?

200

The stage of mitosis when chromosomes "meet" in the middle?

What is metaphase?

200

A change in DNA that increases the variety of offspring in a species

What is a mutation?

200

A sequence of who eats who to gain energy is known as?

What is a food chain?

200

This body system includes the Heart, lungs, blood, veins, and arteries.

What is the circulatory system?

200

Adenine, thymine, guanine, cytosine

What are the nitrogenous bases of DNA?

300

Produces proteins, can be attached the ER or free floating

What is the job of a ribosome?

300

The remains of organisms preserved in rock or ice that can be evidence of evolution

What are fossils?

300

Which element of the biosphere absorbs the most CO2? Land, Atmosphere, or Ocean?


Oceans absorb the majority of carbon dioxide 

300

The body system that removes waste from the body

What is the excretory system?

300

What happens during transcription?

During Transcription, mRNA is made using a template strand of DNA. The mRNA then exits the nucleus and finds a ribosome so protein synthesis can begin during translation.

400

Mitochondria and chloroplast are the sites for these two processes in plants.

What is the site of cellular respiration and photosynthesis?

400

When an entire species dies out

What is extinction?

400

A relationship among organisms where both benefit from each other

What is mutualism?

400

Explain the structures a bagel would travel through after you eat it. What system is this?

Mouth

Esophagus

Stomach

Small Intestine

Large Intestine

This is the digestive system.

400

A red flower and a white flower are codominant for their color trait. What color(s) would their offspring be?


Show your work.

Their offspring would show both red and white colors because of the codominant traits.

500

When cells undergo mitosis at an uncontrollable rate

What is cancer?

500

The concept that individuals who are best suited for their environment will live longer and reproduce more than those who are not

What is survival of the fittest?

500

Which organisms are most closely related in the table below?

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

The Mountain Lion and Domestic Dog

500

Explain with words or create a drawing of the difference between hypertonic, hypotonic, and isotonic solutions.


500

If Ms. DiRenzo's sister is blood type A and she had a child with blood type O, what blood type(s) could the father have?

What is IBi ?

M
e
n
u