7:45 PM Mon Apr 8 ล 35% AA scde-genius.mrooms.net Using the met... Dashboard | H... ☑ [M] Lesson 4.1: Di... b Home | bartleby Inbox (1,597) -... VSC Home Dashboard My courses My Media TH 12.00 Flag question Another game cost $5. You win $14 if the spinner lands on green, $8 if it lands on yellow, $4 if it lands on blue, and $2 if it lands on red. 1. Complete the probability distribution below. Color on Spinner x → Net Money Won or Lost P(x) Green Yellow Blue ÷ Red EA $ EA 0.125 0.125 EA $ 0.25 EA $ 0.5 2. What is the expected value? E(x) = 3. Does the player or the carnival have the advantage? 4. Is the game fair? 5. In the long run, the makes one quarter every <

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter11: Data Analysis And Probability
Section11.1: Stem-and-leaf Plots And Histograms
Problem 16E
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7:45 PM Mon Apr 8
ล 35%
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scde-genius.mrooms.net
Using the met...
Dashboard | H...
☑
[M] Lesson 4.1: Di...
b Home | bartleby
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VSC
Home Dashboard My courses
My Media
TH
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Another game cost $5. You win $14 if the spinner lands on green,
$8 if it lands on yellow, $4 if it lands on blue, and $2 if it lands on
red.
1. Complete the probability distribution below.
Color on Spinner x → Net Money Won or Lost P(x)
Green
Yellow
Blue
÷
Red
EA
$
EA
0.125
0.125
EA
$
0.25
EA
$
0.5
2. What is the expected value? E(x) =
3. Does the player or the carnival have the advantage?
4. Is the game fair?
5. In the long run, the
makes one quarter every
<
Transcribed Image Text:7:45 PM Mon Apr 8 ล 35% AA scde-genius.mrooms.net Using the met... Dashboard | H... ☑ [M] Lesson 4.1: Di... b Home | bartleby Inbox (1,597) -... VSC Home Dashboard My courses My Media TH 12.00 Flag question Another game cost $5. You win $14 if the spinner lands on green, $8 if it lands on yellow, $4 if it lands on blue, and $2 if it lands on red. 1. Complete the probability distribution below. Color on Spinner x → Net Money Won or Lost P(x) Green Yellow Blue ÷ Red EA $ EA 0.125 0.125 EA $ 0.25 EA $ 0.5 2. What is the expected value? E(x) = 3. Does the player or the carnival have the advantage? 4. Is the game fair? 5. In the long run, the makes one quarter every <
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