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100

Define the term "clones". 

Clones are groups of genetically identical organisms, derived from a single original parent cell.

100

3D printer

100

Who created the periodic table?

Mendeleev. 

100

What is the probability? 

A measure of a certain event to occur.  

100

What are the 6 types of academic conferences?

Poster conference, workshop, plenary session, panel session, keynote speaker session, oral session.   

200



Mescaline

200

Which of the two has higher frequency Red light or Blue light?

Blue light

200

What is the principle of which Mendeleev created a periodic table?

Relative atomic mass. 

200

cos(0) =

1

200

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

Panel sission

300

What are the common causes of cancer in plants? 

Agrobacterium, Fungi U.maydis, Geminivirus. 

300

Which of the two has higher photon energy Infrared of Ultraviolet light

Ultraviolet light

300

Which two elements were discovered by Marie and Pier Curie?  

Polonium and Radium. 

300
When can we say that two quantities are in the Golden ration? 

Two quantities are in the golden ratio if their ratio is the same as the ratio of their sum to the larger of the two quantities.

300

What is essential to poster conference (apart from the poster itself)?

2-3 minutes speech on the poster topic 

400

Describe the steps of artificial animal cloning.  



400

How does bioprinter keep cells alife? 

Hydrogel - a substance that keeps cells hydrated. 

400

What is Radiation?

Emission of waves or particles through space. 

400

How do you calculate the probability?

Divide the number of events by the number of posible outcomes. 

400

Which types of the conference did we manage to practice?

The oral session, poster conference. 

500

How does the somatic nucleus inside the egg cell in artificial animal cloning lose its specialty to develop into an embryo? 

The host egg cell reprograms the nucleus of the somatic cell by the demethylation of DNA and/or changing the histone code.  

500

How do the black holes form?

When massive stars reach the ends of their lives, the hydrogen that they've been fusing into helium is nearly depleted. So, these monster stars begin burning helium, fusing the remaining atoms into even heavier elements, up until iron, whose fusion no longer provides enough energy to prop up the star's outer layers. These top layers collapse inward and then explode out as a powerful and bright burst called a supernova. And then supernova collapses into a blackhole. 

500

What is Radioactive decay?

The process by which an unstable atomic nucleus loses energy by radiation, such as an alpha particle, beta particles, or a gamma-ray. 

500

Name three examples where you can calculate probability?

The same birthday, lottery, casino games.  

500

What is an academic conference? 

A meeting that researchers attend to present their findings and hear about the latest work in their field.