While on your interplanetary vacation, you decide to stop at the planet Quocorri, a planet known for its many mathematical achievements.

While there, you decide to pick up on some of the Quocorrians mathematical variations. The Quocorrians won't tell you exactly how it works, only that it has some relationship to the Standard English math. They also give you four, true, Quocorrian math problems. They are:

2+2=9
4*1=1
5-2=16
...

Consider the following,

Mine = 456
His = 768
Hers = 523
Yours = 908

Now what phrase can you get from the rebus below?

4 7 5 8
5 6 2 0
6 8 3 9

What are the last three letters in this series?

S, L, S, A, P, A, L, B, L, H, M, R, T, M, M, M, M, L, S, ?, ?, ?

What are the next three numbers in this series?

1, 3, 6, 55, 66, 171, 595, 666, 3003, 5995, ?, ?, ?

A palindrome is a word that reads the same when spelled backwards (eg rotavator). How could the following word be considered a palindrome?

Footstool

The scores were completely tied in the last few seconds of a football game, and a player was lining up the goal in his mind. He pictured himself scoring and the crowd cheering as he won the game. He kicked the ball, and it just dropped under the crossbar, yet his team still cheered, as they had won the game. How?