Probability Help ( 2 Fair dice)

Can someone explain why the probability of rolling 2 fair dice and getting a Probability of getting total 10 and getting for on green is 3/36?

Where does the green come in to all of this? But imagine it like this. There are trivially two ways of making $10$ and they are $6+4=10 \enspace \text{and} \enspace 5+5=10$.

Now on a fair dice the probability of getting any one number is $\frac{1}{6}$.
10 can be made in the following ways:
6+4=10
4+6=10
5+5=10
Each way has probability $\frac{1}{6}\times\frac{1}{6}= \frac{1}{36}$
And as there are three potetial ways of doing this the total probability of getting a 10 is $\frac{3}{36}$

There are 2 dices green and red. Sorry, its my fault I haven't worded the question out properly. I am confused about the part in the screenshot below. I don't see how the probability becomes 3/36