Math

QuestionPhilippe, a hockey goalie, stops 91%91 \% of the shots he faces. In a 3-game span, Philippe stopped all 95 shots. What is the probability of this * 1 point happening? 0.9130.91^{3} Option 1 95C95(0.91)95(0.09)0{ }_{95} C_{95}(0.91)^{95}(0.09)^{0} Option 3 95C3(0.91)3(0.09)92{ }_{95} C_{3}(0.91)^{3}(0.09)^{92} Option 2 95C95(0.91)95(0.09)5{ }_{95} C_{95}(0.91)^{95}(0.09)^{5} Option 4

Studdy Solution
The probability simplifies to:
(0.91)95 (0.91)^{95}
This matches Option 3:
95C95(0.91)95(0.09)0 { }_{95}C_{95}(0.91)^{95}(0.09)^{0}
The correct option is:
95C95(0.91)95(0.09)0 \boxed{{ }_{95}C_{95}(0.91)^{95}(0.09)^{0}}

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