All of the statements or questions below become True or False. Figure each of them out, show any intermediate steps (like ABC reduction) you took, and then make a single string of F's and T's. That string is the final answer that you put at the top as indicated. For any question in English (6-15), convert it to pseudocode like (1-5) first.

For each of the statements below, use the following variables:

cats = 3, dogs = 4, money = 100.0, friends = 5

1) cats > 2 && dogs < 10

2) money == 10 || friends == 6

3) !(cats < dogs) && friends == 5

4) (2 * friends) + cats < dogs || (friends - dogs) == cats

5) cats == 3 && dogs == 4 || friends == 5 && money == 6

6) Would I have more cats than dogs if I doubled how many dogs I had?

9) Do I have enough money to buy shoes for my dogs at $14 a pair?

10) As I was going to St. Ives,

I met a man with seven wives,

Each wife had seven sacks,

Each sack had seven cats,

Each cat had seven kits:

Kits, cats, sacks, and wives,do I have any cats?

-- from 18th century nursery rhyme, not Die Hard

11) Can every friend have both a dog and a cat?

12) Friends cost $20, can I afford to have 7 friends?

13) If each friend stole a pet, would I still have a pet?

14) Do I have friends?

15) Do I have more friends than both cats and dogs?

7) If dogs eat 5 pounds of food a day and cats eat 1 pound,

and pet food costs $3.23 per pound, can I afford to feed all my pets for all of September?

8) If I split my money among my friends and they each split their money evenly amongst all the animals, would each animal get more than twenty five cents from each person?