Tina plays college soccer. She makes a goal on 63 % of her attempts. On her next game she will attempt to make 2 goals in a row. A = the event Tina is successful on her first attempt. P(A) = 0.63. B = the event Tina is successful on her second attempt. P(B) = 0.63. The probability that she makes the second goal GIVEN that she made the first is P(BA) =0.85. (Give answers as a decimal correct to least three decimal places.) a) Find the probability that she makes both goals, P(An B). P(An B)= b) Find the probability that she makes either the first goal or the second goal, P(AUB). P(AUB) =
Tina plays college soccer. She makes a goal on 63 % of her attempts. On her next game she will attempt to make 2 goals in a row. A = the event Tina is successful on her first attempt. P(A) = 0.63. B = the event Tina is successful on her second attempt. P(B) = 0.63. The probability that she makes the second goal GIVEN that she made the first is P(BA) =0.85. (Give answers as a decimal correct to least three decimal places.) a) Find the probability that she makes both goals, P(An B). P(An B)= b) Find the probability that she makes either the first goal or the second goal, P(AUB). P(AUB) =
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
Transcribed Image Text:Tina plays college soccer. She makes a goal on 63 % of her attempts. On her next game she will attempt to
make 2 goals in a row.
A = the event Tina is successful on her first attempt. P(A) = 0.63.
B = the event Tina is successful on her second attempt. P(B) = 0.63.
The probability that she makes the second goal GIVEN that she made the first is P(B| A) -0.85.
(Give answers as a decimal correct to least three decimal places.)
a) Find the probability that she makes both goals, P(ANB).
P(An B)=
b) Find the probability that she makes either the first goal or the second goal, P(AUB).
P(AUB) -
Submit Question
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