Old Heads
BacterialAnatomy
BacterialFeatures
Bonus Article
Unusual Bacteria
100

What is the gas or fume thought to rise from diseased individuals, and cause infection

What is miasma

100

What is, if I told you a particular organism is a streptococcus, your mental image would be that of:

What is:


100

What is if a cell was gram positive, what molecule would be embedded in the peptidoglycan used for anchoring to the cell membrane, identification of cells, and transport?

What are teichoic acids

100

The majority of the bacteria are located where in the apple?

What are the seeds

100

Which unusual bacteria has a cell wall that has no peptidoglycan and is not considered "true" bacteria?

What is Archaea

200

What are the procedural steps used to identify causative agents of disease?

Describe step 2 of this process:

What are Koch's postulates

What is Grow isolated pathogen in culture

200

What are the three components of the macromolecule found in the cell wall of bacteria, but nowhere else? 

NAG, NAM, & Tetrapeptides

200

What is the process of movement in response to a stimulus?

Also,  what is the motility structure used by bacteria.

Lastly, describe the motility structure of this organism?


What is taxis

What is flagella

What is peritrichous

200

What is the group of bacteria that was found in most of the conventional apple samples, but none from organic apples?

What is Escherichia-Shigella 

200

Which unusual bacteria has no cell wall and is responsible for "walking pneumonia"?

What is Mycoplasma

300

a. What was the conclusion of this experiment?

b. Which scientist carried out this experiment?

c. Which set-up (A, B, or C) is the experimental set-up? 


What is:

a. Macroorganisms DON’T spontaneously generate

b. Redi

c. C

300

What is layer “C” called? (use word, not letters!)

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

What is Lipopolysaccharide layer

300

What are at least 4 ways by which capsules may benefit a bacterium?

a. Adhesion to surfaces

b. Neutralized drugs 

c. Delay/fool immune system

d. Prevent phagocytosis

e. Store toxic materials

f. Serve as a food source

300

What is the name of the bacteria that was significantly more abundant in organic apples?

What is Methylobacterium

300

True or False:

Syphilis is to Borrelia as Lyme disease is to Treponema

What is false; Borrelia = Lyme Disease as Treponema = Syphilis

400

Which experiment was used to disprove spontaneous generation of microorganisms?

What is the S-Flask experiment

400

In order, from the outside world into the cytoplasm of encapsulated gram NEGATIVE bacterium you would find:

What is: Capsule, LPS layer, peptidoglycan, phospholipid bilayer

400

What are the three ways in which these genes can allow bacteria to resist the effects of antibiotic drugs?

a. Produce protein that acts as an efflux pump (pump drugs out of cell)

b. Produce enzyme which digests (degrades, breaks down) drug

c. Produce enzyme which alters drug, preventing it’s binding to target

400

What is the amount of time required for a newly created bacterial cell to divide into two?


What is Generation time

400

Which group of unusual bacteria are large corkscrew shaped cells, which use their shape and unique flagella to bore into and through tissues of a host body?

What are Spirochaetes, with axial filaments

500

Who is the scientist who WROTE the germ theory of disease?

Who is Pasteur

500

During sporulation, a bacterial vegetative cell would:

a. remove water from developing spore

b. add heat-stabilizing chemicals inside the spore

c. produce large amounts of peptidoglycan

d. all of the above

What is d. all of the above

500

What are the structures or processes UNIQUE to bacteria, but not in human cells, which may be drug targets. Then give one example (give drug name) of each:


a. Peptidoglycan portion of cell wall - -cillin drugs, etc.

b. Circular DNA genome (or DNA gyrase enzyme) - cipro, etc.

c. 70S ribosomes - tetracycline, etc,

d. Synthesis of folic acid - all sulfa drugs, etc

500

What is the name for the “cloning” of reproduction carried out by bacteria?

What is Binary fission

500

Chlamydia and Rickettsia are alike in that:

What is both Chlamydia and Rickettsia need a host cell to reproduce (obligate intracellular parasites)

M
e
n
u