Compute the following quantities.

P ( A \cap C )

P ( A \cap D )

P ( B \cap C )

, and

P ( B \cap D )

$Compute the following quantities. P ( A \cap C ) , P ( A \cap D ) , P ( B \cap C ) , and P ( B \cap D ) A) P ( A \cap C ) = 0.16 , P ( A \cap D ) = 0.24 , P ( B \cap C ) = 0.18 , and P ( B \cap D ) = 0.42 B) P ( A \cap C ) = 0.15 , P ( A \cap D ) = 0.22 , P ( B \cap C ) = 0.19 , and P ( B \cap D ) = 0.45 C) P ( A \cap C ) = 0.14 , P ( A \cap D ) = 0.24 , P ( B \cap C ) = 0.15 , and P ( B \cap D ) = 0.42 D) P ( A \cap C ) = 0.14 , P ( A \cap D ) = 0.22 , P ( B \cap C ) = 0.15 , and P ( B \cap D ) = 0.45 E) P ( A \cap C ) = 0.15 , P ( A \cap D ) = 0.23 , P ( B \cap C ) = 0.19 , and P ( B \cap D ) = 0.41$
A)

P ( A \cap C ) = 0.16

P ( A \cap D ) = 0.24

P ( B \cap C ) = 0.18

, and

P ( B \cap D ) = 0.42

P ( A \cap C ) = 0.15

P ( A \cap D ) = 0.22

P ( B \cap C ) = 0.19

, and

P ( B \cap D ) = 0.45

P ( A \cap C ) = 0.14

P ( A \cap D ) = 0.24

P ( B \cap C ) = 0.15

, and

P ( B \cap D ) = 0.42

P ( A \cap C ) = 0.14

P ( A \cap D ) = 0.22

P ( B \cap C ) = 0.15

, and

P ( B \cap D ) = 0.45

P ( A \cap C ) = 0.15

P ( A \cap D ) = 0.23

P ( B \cap C ) = 0.19

, and

P ( B \cap D ) = 0.41

In a London State Daily Lottery, a Sequence of 3 12\frac { 1 } { 2 }21​

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In a London State Daily Lottery, a Sequence of 3 $\frac { 1 } { 2 }$

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