What is the probability that two siblings, ages 6 and 8, will have the same birthday, assuming neither was born in a leap year?	Choose the correct choice from the following answers:	A) 1/133225	B) 1/365	C) 1/48	D) 1/14	E) 1/2
Since we have to account for the FULL YEAR though, we would need to consider all 365 options. You don't really need to write them all out though, since you know that each is the same product. This gives us...   (365)(1/365)(1/365)   The first two parentheses 'cancel out', leaving us with....   1/365   Final Answer:1/365
<result>B</result>
What is the probability that two siblings, ages 6 and 8, will have the same birthday, assuming neither was born in a leap year?