In a lottery of 10 tickets numbered 1 to 10, two tickets are drawn simultaneously. What is the probability that both the tickets drawn have prime numbers?

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Detailed Solution

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Concept:

Let A and B are independent events, then 

P(A  B)= P(A). P(B)

Calculations:

Give, total number of tickets = 10

Number of tickets drawn = 2

Prime number between 1 to 10 = {2, 3, 5, 7} = 4

A : The event of getting a prime number in the first draw

B : The event of getting a prime number in the second draw

The event A and B are independent events.

P(A) = Probability of getting a prime number in the first draw = 

Number of remaining cards in pack = 9

P(B) = Probability of getting a prime number in the second draw = 

The probability that both the tickets drawn have prime numbers P(A  B)= P(A). P(B)

Hence, In a lottery of 10 tickets numbered 1 to 10, two tickets are drawn simultaneously. then the probability that both the tickets drawn have prime numbers is 

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