There are 20 tickets numbered 1, 2, ..., 20. One ticket is drawn at
random. Find the probability that the ticket bears a number which is
(1) even (2) multiple of 3
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IC.
IC.(iv) If x2 + y2
IC.(iv) If x2 + y2
IC.(iv) If x2 + y2 xy then show that x + y
IC.(iv) If x2 + y2 xy then show that x + y
IC.(iv) If x2 + y2 xy then show that x + y x - y.
IC.(iv) If x2 + y2 xy then show that x + y x - y.
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There are 20 tickets numbered 1, 2, ..., 20. One ticket is drawn at
random. Find the probability that the ticket bears a number which is
(1) even (2) multiple of 3
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