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      Question

      In a purse, there are 3 two-rupee coins and 4 five-rupee

      coins. If you randomly select 4 coins from the purse, what is the probability that you will choose 3 five-rupee coins and 1 two-rupee coin?
      A 15/19 Correct Answer Incorrect Answer
      B 13/25 Correct Answer Incorrect Answer
      C 12/35 Correct Answer Incorrect Answer
      D 18/25 Correct Answer Incorrect Answer
      E none of these Correct Answer Incorrect Answer

      Solution

      ATQ, Number of ways of selecting 3 coins from purse = 7C4 = {[7!/(4!├Ч(7-4!))]} = {7!/(3!├Ч4!)} = {(7├Ч6├Ч5)/(1├Ч2├Ч3)} = 35 Number of ways of selecting 3 five-rupees coins and 1 two-rupees coins = 4C3 ├Ч 3C1 = [(4!/(3!├Ч1!)) ├Ч (3!/2!├Ч1!)] = 4 ├Ч 3 = 12 Required probability =(12/35)

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