3. A game is played by spinning a wheel that contained the words Roll and Flip. The wheel has 10 slots, with Roll written six times and Flip written four times. If the wheel lands on Roll, the player rolls a die that has red side, two blue sides, and three green sides. If the wheel lands on Flip, the player watches a coin toss. Use this information to create the following area model. Roll die Flip coin O 1222 O 18 02/10 Of Red 6 P(red) = What the value of X? Blue 2 6 P(blue) = ¹ P(heads) == Heads 1 2 Green 3 6 X P(tails) == Tails 1 2

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.1: Real Numbers
Problem 35E
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3. A game is played by spinning a wheel that contained the words Roll and Flip. The wheel has 10 slots, with Roll written six times and Flip written four times. If the wheel lands on Roll, the player rolls a die that has one
red side, two blue sides, and three green sides. If the wheel lands on Flip, the player watches a coin toss. Use this information to create the following area model.
12
Roll die
ટ્ટ |äle |
9
10
Flip coin
4
10
Red
1
6
P(red) =
60
What the value of X?
P(blue) =
P(heads) =
Blue
2
6
Heads
1
2
60
Green
3
6
X
P(tails) =
Tails
1
2
Transcribed Image Text:Ο Ο Ο Ο 3. A game is played by spinning a wheel that contained the words Roll and Flip. The wheel has 10 slots, with Roll written six times and Flip written four times. If the wheel lands on Roll, the player rolls a die that has one red side, two blue sides, and three green sides. If the wheel lands on Flip, the player watches a coin toss. Use this information to create the following area model. 12 Roll die ટ્ટ |äle | 9 10 Flip coin 4 10 Red 1 6 P(red) = 60 What the value of X? P(blue) = P(heads) = Blue 2 6 Heads 1 2 60 Green 3 6 X P(tails) = Tails 1 2
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