Democritus
John Dalton
James Chadwick
J.J Thomson
Neil Bohr
100

What was Democritus' contribution?

He developed the atomic theory.

100

Where was John Dalton Born?

He was born in England.

100

Where was he born? 

The United Kingdom.

100

Where was he born? 

Manchester England 

100

what was his contribution to atomic structure?

He discovered that electrons travel in separate orbits. 

200

When did he come up with his theory?

He discovered the atomic theory between 450B.C.E and 370 B.C.E 

200

What was his contribution to the atomic structure?

His theory suggested that matter was composed of individual atoms.

200

What were his contributions to atomic structure?

He discovered the subatomic particle and the electron. 

300

Who was Democritus? 

Democritus was a Greek philosopher who was the 1st to suggest an atomic universe.

300

What year was he born?

1766

300

What was his contribution to atomic structure?

He discovered neutron atoms. 

300

How did his views of the atomic theory differ from scientist before them?

His model had electrons.

300

Where was he born?

Denmark.

400

When did he make his discovery?

1803

400

What experiments led to his discovery?

He bombarded beryllium atoms with alpha particles.  

400

What experiments led to his discoveries?

Cathode rays.

400

What year was he born?

1885 

500

How did he conduct his experiments? 

He conducted his experiments under the assumptions that matter is made up of atoms that are invisible and all atoms of an element are identical. 

500

How did his views of atomic structure differ from the scientist before him?

Other models did not have neutrons before his discovery. 

500

When did they make their discovery?

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

500

When did he make his discovery?

1913 

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