2 times table 

3 times table

4 times table

5 times table

6 times table

7 times table

8 times table

9 times table

10 times table

11 times table

12 times table

Alice arrived at the Mad Hatter's house on February 16th. This was very fortunate as it was the Chinese New Year. The Mad Hatter produced a beautiful teapot full of Chinese tea. There were 5 teacups and 5 saucers set out on the table. Each set was a different colour - red, lime, yellow, purple, blue.

The Dormouse woke up and reached for a cup at random. What was the probability that the cup he picked was red?

He put his cup down. The Mad Hatter, Alice, the Dormouse and the March Hare all moved around one place.

The March Hare picked up a cup at random. What was the probability that the cup he picked was blue? He put it down. Alice picked up a cup. What was the probability that the cup she picked up was purple? What would be the probability if the March Hare hadn't put down his cup?

The Mad Hatter mixed up all of the cups and saucers. What was the probability that the Dormouse picked up a yellow cup and a yellow saucer? What was the probability that the March Hare picked up a red cup and either an lime saucer or a yellow saucer?

Think of some more combinations. How many different ways can the 4 characters pick up randomly set out cups and saucers?