Answers To Composition Of Atoms: The Sub-Atomic Particles Page 3

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Answers to Nuclear Chemistry: Radioisotopes and Types of Nuclear Radiation
Homework: Questions 9, 10, 12 and 13 on page 32 of your text.
Read pages 34 and 35. Answer Q 20, 21 and 22 on page 35.
Questions from page 32 of your text:
9. Distinguish between an isotope and a radioisotope.
Isotopes are atoms of an element that have different numbers of neutrons. They may or may not be
radioisotopes.
Radioisotopes are atoms have an unstable nucleus because they do not have enough, or have too
many, neutrons in the nucleus. The nucleus of most atoms contain both protons and neutrons.
Protons are positively charged, so they repel each other. Neutrons act like spacers in the nucleus to
separate the protons. The right number of neutrons are needed in between the protons to keep the
nucleus from breaking apart. If an atom is a radioisotope, it has an unstable nucleus that eventually
will break apart to release protons, neutrons and/or energy as it achieves a more stable arrangement.
10. Complete the chart:
Alpha Particle
Beta Particle
a) another name for this
aka a helium nucleus
aka a high speed electron
particle
-
symbols: α or
symbols: β or e
b) the symbol for this
or
4
0
particle
He
e
2
1
c) how the nucleus of a
when an alpha particle is emitted,
when a beta particle is emitted, a
radioisotope is altered
the nucleus will lose 2 protons and
neutron is converted to a proton
by emission of this
2 neutrons, so the atomic number
and an electron, so the atomic
particle
will go down by 2 and the mass
number will increase by one and
number will go down by 4
the mass number will stay the
same
d) the penetrating ability of
does not penetrate matter so it can
penetrates somewhat into matter
this type of radiation
be stopped by a piece of paper
so it can be stopped by a piece of
metal 1 – 2 mm thick
12. Radon – 222 has a half-life of 4.0 d. If the initial mass of the sample of this isotope is 6.8 g, calculate
the mass of Rn – 222 after:
a) 8.0 d. This is 2 half-lives, so the 6.8 g is divided in half and then in half again. After 8.0 d there
will be 1.7 g of Rn – 222 remaining.
b) 16.0 d. This is 4 half-lives, so the 6.8 g is divided in half 4 times. After 16.0 d there are 0.425 g of
Rn –222 remaining (the answer in the text is wrong).
c) 32.0 d. This is 8 half-lives, so the 6.8 g is divided half 8 times. After 32.0 d there are 0.02656 g of
Rn – 222 remaining (which would round to 0.027 g).
Radioactive Decay of I - 131
13. Graph of radioactive decay of I – 131:
2
1.75
1.5
Each half life if 8.0 days, so you could
1.25
also put “Time (d)” on the x – axis and go
1
from 0 to 64 days. The graph will have
0.75
0.5
the same shape.
0.25
0
0
1
2
3
4
5
6
7
8
Number of Half-lives

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