(a) p(F and G)= (b) p(F or G)= (c) p(F | G)=

MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
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Each student in a random sample of Rhodes State Students participated in a survey. These students were asked to
indicate their gender and their eye color. The following table summarizes the results of the survey.
(c) p(FG)=
(d) p(G|F)=
(e) p(G)=
(1) p(F)=
Dointe norrible: 6
8
¡
к
events
Let F be the event that a female is chosen. M is the event that a male is chosen. Events B, BL, and G are
that a person has brown eyes, blue eyes, or green eyes respectively. Find the following probabilities. Round to 4
places where possible.
(a) p(F and G)=
(b) p(F or G)=
Ih
acer
(
Male
Female
Total
9
O
1
0
Brown
р
48
50
98
Blue
29
29
58
{
[
Green
+ 11
3
14
17
Total
80
93
173
G
30 =8
backspace
enter
page up
Sep 21 4:39 5
delete
7
page dn
I
4
8
home
5
*
THE USA
KEN
F
9
end
I
6
+
Transcribed Image Text:Each student in a random sample of Rhodes State Students participated in a survey. These students were asked to indicate their gender and their eye color. The following table summarizes the results of the survey. (c) p(FG)= (d) p(G|F)= (e) p(G)= (1) p(F)= Dointe norrible: 6 8 ¡ к events Let F be the event that a female is chosen. M is the event that a male is chosen. Events B, BL, and G are that a person has brown eyes, blue eyes, or green eyes respectively. Find the following probabilities. Round to 4 places where possible. (a) p(F and G)= (b) p(F or G)= Ih acer ( Male Female Total 9 O 1 0 Brown р 48 50 98 Blue 29 29 58 { [ Green + 11 3 14 17 Total 80 93 173 G 30 =8 backspace enter page up Sep 21 4:39 5 delete 7 page dn I 4 8 home 5 * THE USA KEN F 9 end I 6 +
Expert Solution
Step 1

Given that 

F is female,  G is green 

Total = 173

F and G = 14 

F = 93 

G = 17

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