2.1.14 In an injection-molding operation, the length and width, denoted as $X$ and $Y$ , respectively, of each molded part are evaluated. Let A denote the event of $48 < X < 52$ centimeters $B$ denote the event of $9 < Y < 11$ centimeters Construct a Venn diagram that includes these events. Shade the areas that represent the following:

$A$
$A \cap B$
$A^{'} \cup B$
$A \cap B$
If these events were mutually exclusive, how successful would this production operation be? Would the process produce parts with $X = 50$ centimeters and $Y = 10$ centimeters?

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2.1.14 In an injection-molding operation, the length and width, denoted as

X

and

Y

, respectively, of each molded part are evaluated. Let A denote the event of

48 < X < 52

centimeters

B

denote the event of

9 < Y < 11

centimeters Construct a Venn diagram that includes these events. Shade the areas that represent the following:

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Question Text	2.1.14 In an injection-molding operation, the length and width, denoted as $X$ and $Y$ , respectively, of each molded part are evaluated. Let A denote the event of $48 < X < 52$ centimeters $B$ denote the event of $9 < Y < 11$ centimeters Construct a Venn diagram that includes these events. Shade the areas that represent the following:
Topic	Probability Concepts
Subject	Statistics
Class	High School

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