Basic Physics of Nuclear Medicine/The Radioactive Decay Law MCQ

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1 1 MBq is equal to:

	1 billion decays per second
	37 thousand, million curies
	1 decay per second
	1 million decays per second

2 The Half Life of 99m-Tc is 6 hours. After how much time will one eighth of the radioactivity in a sample remain?

	6 hours
	12 hours
	18 hours
	24 hours

3 The Half Life is:

	the reciprocal of the Decay Constant
	the time taken for the number of radioactive nuclei to decrease by a factor of 2
	the time taken for the number of radioactive nuclei to increase by a factor of 2
	the Decay Constant multiplied by the natural logarithm of 2

4 The Decay Constant is a measure of:

	only the number of alpha particles emitted
	only the number of beta particles emitted
	only the number of gamma rays emitted
	none of the above

5 If ln x = y, then:

	ln y = x
	exp y = x
	exp y = -x
	exp -y = x

6 When the Half Life increases:

	the Decay Constant increases
	the Decay Constant decreases
	the Decay Constant remains unchanged
	none of the above happen

7 A linear relationship is obtained between the number of radioactive nuclei and time when it is plotted:

	on a log-log graph
	on a log-linear graph
	on a linear-linear graph
	on a square-linear graph

8 The number of nuclei which decay between t and t+dt is proportional to:

	the number of nuclei only
	the time interval only
	the quotient of the number of nuclei and the time interval
	the product of the number of nuclei and the time interval

9 The Radioactive Decay Law is expressed by:

	an exponential function
	a logarithmic function
	a sinusoidal function
	a linear function

10 When the Decay Constant increases:

	the Half Life decreases
	the Half Life increases
	the Half Life remains unchanged
	none of the above happen