1. Determine the following events. a. E-(not D) b. F-(A & D) c. G= (A or D) d. H= (B or C)
1. Determine the following events. a. E-(not D) b. F-(A & D) c. G= (A or D) d. H= (B or C)
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Binomial Distribution
Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.
Topic Video
Question
Could you please answer exercise 5.1
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x Week 4
x Commun D x Object A b x gle dazi x dsi S x Microsof
X MSc DA X DIS 839
X Answerec b x a 1442
X Mail -
https://Ims.pnu.edu.sa/bbcswebdav/pid-2370798-dt-content-rid-9169924_1/courses/144210 11455/MSc_DA_DIS%20839 %20_%20Assignment%202_2020.pdf A
->
...
تمليز
)A قراءة بصوت عال رسم
و مسح
4
4
Exercise 5: (probabilities)
A frequency distribution for the ages of the 40 students is presented in the following Table.
3
Age (yr) Frequency
17
18
19
20
21
22
5
23
3
24
4
26
35
36
One student is selected at random. Let's define the following events:
A = event the student selected is under 21,
ull lia sI p
ENG"
Transcribed Image Text:x Depende
x Week 4
x Commun D x Object A b x gle dazi x dsi S x Microsof
X MSc DA X DIS 839
X Answerec b x a 1442
X Mail -
https://Ims.pnu.edu.sa/bbcswebdav/pid-2370798-dt-content-rid-9169924_1/courses/144210 11455/MSc_DA_DIS%20839 %20_%20Assignment%202_2020.pdf A
->
...
تمليز
)A قراءة بصوت عال رسم
و مسح
4
4
Exercise 5: (probabilities)
A frequency distribution for the ages of the 40 students is presented in the following Table.
3
Age (yr) Frequency
17
18
19
20
21
22
5
23
3
24
4
26
35
36
One student is selected at random. Let's define the following events:
A = event the student selected is under 21,
ull lia sI p
ENG

Transcribed Image Text:x Depende
x Week 4
x Commun D | x Object A b x gle dazi x di SC x Microsof D x MSc_DA D X DIS 839
X Answerec b x a 1442
X Mail -
https://Ims.pnu.edu.sa/bbcswebdav/pid-2370798-dt-content-rid-9169924_1/courses/144210_11455/MSc_DA_DIS%20839%20_%20Assignment%202_2020.pdf A
->
...
و تمبيز
= )A قراءة بصوت عال رسم
مسح
4
4
Age (yr)
Frequency
17
18
19
9.
20
21
7
22
5
23
3
24
26
35
36
One student is selected at random. Let's define the following events:
A = event the student selected is under 21,
B = event the student selected is over 30,
C= event the student selected is in his or her 20s, and
D= event the student selected is over 18.
1. Determine the following events.
a. E=(not D) b. F=(A & D)
c. G= (A or D) d. H= (B or C)
2. Using the data in the table, calculate the probabilities of these events: A,B,C,D,E,F,G and H.
3. We consider tossing a coin four times:
a. How many outcomes this experiment has?
b. Draw the tree diagram
c. List the outcomes constituting each of the following four events.
A = event exactly two heads are tossed,
B= event the first two tosses are tails,
C= event the first toss is heads,
D = event all four tosses come up the same
d. List the outcomes of the following events: (C&D); (not A); (B&C); (A or B)
e. Calculate the probability of each of the event A,B,C and D.
ull lia sI p
ENG
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