Two different dice are thrown together, find the probability that the sum of the numbers appeared is less than 5.
OR
Find the probability that 5 Sundays occur in the month of November of a randomly selected year.
Total outcome when two dices are thrown:

= 36 outcomes
Favourable outcome when the sum is less than 5.
(1,1) (1,2) (2,1) (1,3) (2,2) (3,1)
= 6 outcomes
∴ P (getting a sum less than 5) 
OR
We know that in any year the number of days in November are 30.
Therefore there will be 4 complete weeks and 2 days in November .
Now, 4 complete weeks will have 4 Sundays.
The remaining 2 days can be any combination from the below :
Sunday – Monday
Monday – Tuesday
Tuesday – Wednesday
Wednesday – Thursday
Thursday – Friday
Friday – Saturday
Saturday – Sunday
Hence, Total outcome = 2 i.e. (Sunday – Monday & Saturday – Sunday )
∴ P(occurring of 5 Sundays in November ) = 2/7
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