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Philip and Gracie are playing a game in which each player simultaneously forms one of the three possible shapes-rock, paper, or scissors-with an outstretched hand.

Philip and Gracie are playing a game in which each player simultaneously forms one of the three possible shapes-rock, paper, or scissors-with an outstretched hand. Depending on the shapes Philip and Gracie chose to make, Philip can lose a point, win a point, or tie. The same applies to Gracie. The table shows all of the possible outcomes for Philip and Gracie. Philip and Gracie choose their shapes randomly. Which statement about the game they are playing is true? A table with 3 columns titled Gracie and 3 rows titled Philip. Columns and rows are labeled Rock, Paper, Scissors. For the vertical column Rock, the entries are Tie, Philip Wins, Gracie Wins. For the Paper column, the entries are Gracie Wins, Tie, Philip Wins. For the Scissors column, the entries are Philip Wins, Gracie Wins, Tie. CLEAR SUBMIT Philip and Gracie are most likely to tie, so the game is fair. Philip and Gracie have an equal chance of winning, so the game is fair. Philip is more likely to win, so the game is not fair. Gracie is more likely to win, so the game is not fair

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