Atomic Structure
Periodic Table
Isotopes
Nuclear Reactions
Nuclear Equations
100

The two particles found in the nucleus

Protons and Neutrons

100

Rows on the periodic Table 

What are periods

100

Isotopes of the same number have different number of ____________.

neutrons

100

Definition of a nuclear reaction

What is a change in the nucleus of an atom.

100

The starting isotope in a nuclear reaction

What is a parent isotope?

200

The particle that orbits the nucleus

What is the electrons

200

Columns on the periodic table

What are groups

200

The possible number of neutrons for Carbon

What is 6, 7, 8 neutrons?

200

The change in atomic mass AND atomic number during alpha decay.

What is mass: -4, atomic number: -2

200

The missing isotope the the following equation:

23592U → ______ + 9236Kr

What is 14156Ba

300

Draw a model of an atom of Fluorine


300

Draw a model of an atom of Nitrogen-14

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

300

How many isotopes does Ytterbium have

7 isotopes

300

What is the change in mass and atomic number in Beta Decay?

mass: 0 atomic number: +1

300

It is represented by the following equation:

21H + 21H → 42He

What is Fusion

400

Equation to find mass of an atom

What is m = p + n

400

How many electron rings does an atom of Magnesium have? Explain your answer

3 because it is in the third period.

400

Is tungsten-180 stable? How do you know?

no because it is white on the chart

400

The processes in which a particle containing two protons and two neutrons is emitted.

What is alpha decay

400

The equation for the alpha decay of Francium-211.

What is 21187Fr --> 42He + 20785At   

500

The number of neutrons in Zinc-66

What is 36 neutrons

500

How many valence electrons does an atom of sulfur have? Explain how you know.

6 because it is in group 6A

500

The symbol of the most abundant isotope of Osmium

What is 19276Os

500

the processes in which a neutron splits into a proton and an electron. The electron is emitted.

What is beta decay?

500

The equation for the beta decay of Sodium-24.

2420Na --> 0-1e- + 2421Mg

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