A different spinner game only has two colors. It still cost $5 per spin. This time, you win $8 if the spinner lands on blue and $2 if the spinner wins on yellow. 1. Complete the probability distribution. Color on Spinner x → Net Money won or Lost P(x) Yellow 0.5 Blue %$4 0.5 2. What is the expected value? E(x) = 3. Does the player or the carnival have the advantage? Neither the player nor the carnival %24 %24

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A different spinner game only has two colors. It still cost $5 per spin. This time, you win $8 if the spinner lands
on blue and $2 if the spinner wins on yellow.
1. Complete the probability distribution.
Color on Spinner x → Net Money won or Lost P(x)
Yellow
2$
0.5
Blue
2$
0.5
2. What is the expected value? E(x) =
3. Does the player or the carnival have the advantage? Neither the player nor the carnival +
MacBook Air
20
F3
F4
F6
F7
F8
F9
#3
$
&
*
2
3
4
5
6
7
8
9
W
E
Y
Transcribed Image Text:A different spinner game only has two colors. It still cost $5 per spin. This time, you win $8 if the spinner lands on blue and $2 if the spinner wins on yellow. 1. Complete the probability distribution. Color on Spinner x → Net Money won or Lost P(x) Yellow 2$ 0.5 Blue 2$ 0.5 2. What is the expected value? E(x) = 3. Does the player or the carnival have the advantage? Neither the player nor the carnival + MacBook Air 20 F3 F4 F6 F7 F8 F9 #3 $ & * 2 3 4 5 6 7 8 9 W E Y
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