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Radioactivity

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Desha Roberts Form 5S Marian

TITLE: Radioactivity

AIM: To demonstrate radioactive decay and to determine the half-life of the decay.

APPARATUS/MATERIALS: 260 coins, tray, table top

METHOD/PROCEDURE: 
1. The coins were thoroughly shaken in the tray and thrown onto the tabletop.
2. All the coins that showed heads were removed and the coins that were
remaining were recorded.
3. The remaining coins were placed into the tray and thoroughly shaken. Then
they were thrown onto the table.
4. Steps 2 and 3 were repeated.
5. The experiment was repeated until very few coins were left.
6. The results were tabulated.
7. A graph of the number of coins remaining against the number of throws was
plotted.

OBSERVATION/RESULTS:
TABLE SHOWING RESULTS FROM COIN TOSS

Number of throws Number of coins remaining


0 100
1 49
2 22
3 11
4 7
5 3
6 2
7 0

CALCULATION:
Half life values:
1st half- life= 1 throw
2nd half- life= 1.85 throws
3rd half- life= 2.8 throws
Average half- life: 1+ 1.85+ 2.8/3 = 1.88 throws

DISCUSSION:
Radioactivity is the spontaneous disintegration of an unstable nucleus which changes to a
different, more stable configuration and releases a nuclear emission. During radioactivity,
Alpha, Beta and Gamma particles are emitted. Alpha particles is a high-speed Helium
Nucleus. When a Radioisotope decays by Alpha Emission, its Mass Number decrease by 4
Desha Roberts Form 5S Marian

and its Atomic Number decreases by 2. A Beta Particle is a high-speed Electron moving close
to the speed of light. When a Radioisotope decays by Beta Emission, a Neutron breaks up
into a Proton and an Electron. The Electron is emitted as the Beta Particle while the Proton
stays in the nucleus, the proton number increases by 1, the neutron number decreases by 1. A
Gamma (γ) Particle is a high frequency Electromagnetic Wave. Therefore, it has no
mass or charge. When a Radioisotope decays by Gamma Emission, it simply goes from a
energised atom to a less energised atom. It is usually emitted along with alpha or beta and
thus the Mass Number remains the same.
Throwing coins simulated the decay process because one coin had a 50% probability
due the two sides, when the coin landed on heads, the assumption that the nucleus has
decayed was made. When the coin landed on tails however, the assumption that the nucleus
has not yet decayed or remained the same was made.
In radioactive decay, when the parent (unstable) nucleus undergoes alpha or beta
decay, the daughter or resulting (stable) nucleus had a decreased mass. The mass lost was
converted to kinetic energy in accordance with Einsteins equation E=Δmc2

SOURCE OF ERROR:
 Experimenter having bent or leaned posture and intended shaking led too incorrect
results
PRECAUTION:
 The experimenter conducted the experiment upright and with no bias.
CONCLUSION:
In conclusion, as radioactive decay was displayed with coins, the average half-
life was found to be 1.88 throws.

REFLECTION:
This experiment helped the experimenter increase keen observation and
recording skills while visually displaying radioactive decay. After the experiment, graph
plotting enabled a further understanding of radioactive decay and half- life and
occurrences of the atom or particle of matter.

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