Answer :
Answer: 33.33333%
Step-by-step explanation:There are 15 numbers in the set.
Next, we need to identify which numbers are prime within the set:
43 is prime
44 is not prime (it is divisible by 2)
45 is not prime (it is divisible by 3)
46 is not prime (it is divisible by 2)
47 is prime
48 is not prime (it is divisible by 2)
49 is not prime (it is divisible by 7)
50 is not prime (it is divisible by 2 and 5)
51 is not prime (it is divisible by 3)
52 is not prime (it is divisible by 2)
53 is prime
54 is not prime (it is divisible by 2 and 3)
55 is not prime (it is divisible by 5)
56 is not prime (it is divisible by 2)
57 is not prime (it is divisible by 3)
58 is not prime (it is divisible by 2)
59 is prime
60 is not prime (it is divisible by 2, 3, and 5)
So, there are 5 prime numbers out of the 15 numbers in the set.
Therefore, the probability of picking a prime number at random from the set is 5/15 = 1/3 or approximately 0.3333.
