Show that the set of positive rational numbers with denominators 3 or 5 is a countable set. (Rational
numbers are fractions with integers in the numerator and denominator.)
Correct Answer:
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Q63: Find the general term of the set.
Q64: Find the general term of the set.
Q65: Which set is finite?
A){2, 4, 6, 8,
Q66: Show that the set is an infinite
Q67: Show that the given set is countable.
Q68: Show that the set is an infinite
Q70: Find the general term of the set.
Q71: Which set is infinite? Q72: Show that the set is an infinite Q73: Upon examining the contents of 38 backpacks,
A) 
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