SOLUTION
The possible outcomes for sum of numbers when rolling two dice is shown
The total possible outcome is 36
The possible number of outcome of obtaining a 4 is 3
Therefore the probability of getting a sum of 4 is

The possible number of outcome of obtaining a 8 is 5
Therefore the probability of getting a sum of 8 is

Hence the probability of getting a sum 4 or a sum of 8 is

This gives

Therefore the probability of getting a sum 4 or a sum of 8 is 0.2