Refer to Figureb. Kate and Alice are sisters with a very strict mother. The girls are not allowed to watch television during the day when their mother is at work. The mother comes home one day and knows at least one girl was watching the television because it is warm. She sends the girls to their separate bedrooms while she decides what to do. After giving it some thought, she decides to send a message to the naughty girls and offers them the following deal: if they both deny watching TV, they will each be grounded for 3 weeks; if one squeals on the other, but the other denies watching TV, the squealer is grounded for 2 weeks, while the denier is grounded for 10; if they both squeal, each is grounded for 6 weeks. The following payoff matrix illustrates the girls' dilemma, with Kate's payoff shown in the upper left-hand corner of each cell and Alice's in the lower right-hand corner. What is Kate's dominant strategy?

ALICE

DENY SQUEAL

KATE DENY -3/ -3 -10/-2

SQUEAL -2/-10 -6/-6

PLEASE PICK AN ANSWER

SQUEAL

DENY

KATE DOES NOT HAVE A DOMINANT STRATEGY

KATE'S DOMINANT STRATEGY DEPENDS UPON WHAT ALICE DOES

THIS IS AN MICRO ECONOMICS QUESTION