SPORT ACTIVITY
Activity
No of students
Jogging
34
Futsal
24
Badminton
16
Basketball
26
Swimming
10
Ping Pong
16
Handball
28
COLUMN,BAR,PIE AND DOUGHNUT CHART
Sport Activity
35
30
25
20
15
10
5
0
No of students
Jogging
Swimming
Futsal
Ping Pong
18%
Badmint
Comparison chart
LAN versus WAN comparison chart
LAN
Stands For Local Area Network
Covers Local areas only (e.g.,
homes, offices, schools)
Definition LAN (Local Area Network) is
a computer network covering
a small geographic area, like
a home, office, sch
TOYS ORDERED FOR SANTA'S GROTTO
TOYS ORDERED
BBQ BARBIE DOLL
PRINCE ERIC DOLL
PRINCESS JASMINE DOLL
CINDERELLA'S COACH
SPIDERMAN GLOVES
HAMA BEAD STARTER KIT
PINK HEART LIGHT SET
HARRY POTTER MAGIC SET
ELSA'S DRESS
ANNA'S COAT
TOTAL
AVERAGE
$
$
$
$
$
$
$
PUTRA INTERNATIONAL COLLEGE TROY
STATE UNIVERSITY
INTRODUCTION TO BUSINESS LAW
LAW 2291
SPRING 2014
Assignment
Name
: Teo Chee Heng ( 01420 )
Tan Jing Yi
( 01385 )
Law Chi Ming ( 01427 )
Title
:Business Law
Date Submitted: 16.4.2014
Lecturer
: Mr.Gary Ng
The Bible took about 1610 years to complete. It is started written by Moses in 1573 BC. The
name of the Bible is from the Greek word biblia which means a little books. It is derived from
biblos, slowly biblia came to describe various scrolls, books, writi
ANCIENT WORLD
The time period for the start of The Ancient World is about 3500BC to 480BC. It is also called
The Dark Ages; it began in what we call Iraq in this present day. It is called The Dark Ages
because it was a period of intellectual darkness and
The Dark Ages (Ancient World)
The Dark Ages, also known as the Ancient World, stretches from 3000 BC till 100
AD. It is said that the Dark Ages begins at Mesopotamia, which is presently the modern-day
Iraq, some parts of Syria, southern Turkey and south-w
1.0 The Roles played by the mead-hall in Anglo-Saxon Warrior Culture
A mead hall is also known as feasting hall was a simply large building with only one room in
ancient Scandinavia and Germanic Europe. The mead hall during the fifth century to early
medi
1.0 Dark Ages
1.1 The Period of Time and place taken in Dark Ages
The period of Dark Ages which is also known as The Ancient World is between 3000 BC till 100
AD. It begins in a place called Mesopotamia. Mesopotamia is actually means land between
rivers i
Beowulf is the greatest and the longest surviving Anglo-Saxons poem. It takes place in
Denmark and south-western Sweden. Beowulf is a long poem that wrote down by somebody
around 1000AD in Old English. The poem tells a story about things that happened in
The roles played by the mead-hall in Anglo-Saxon warrior culture
What is mead? Actually, mead is an alcoholic beverage created by fermenting honey with
water and frequently fruits, spices, grains or hops which act as a preservative and produce a bitter
be
ROLE OF MEAD HALL IN THE ANGLO-SAXON WARRIOR CULTURE
A mead hall or also known as feasting hall was a simply large building with only one room in
ancient Scandinavia and Germanic Europe. The mead hall during the fifth century to early
medieval period was
1.0 The Various Sources of Law in the United Kingdom, United States
and Malaysia
Law exists in every country around the world. Different country might have different law.
What is law exactly? Law is a term used that dont have a certain definition, but one
Chapter 2 Problem #4
a. According to research, we can find that data that can be grouped by specific
categories are referred to as categorical data. For this question, data that can be
grouped by words, so these data are categorical.
b. According to known
Chapter 3 Problem #7
a. For this question, we already know that the average commute time in minutes for
48 cities, so we can use these data and formula to calculate the mean commute time
for these 48 cities.
(23.3+28.3+24.6+32.1+31.7+25.8+38.1+24.9+26.8+2
Chapter 4 Problem #17
a. Refer to the KP&L sample points and sample point probabilities in Tables 4.2 and
4.3, we can see that three sample points in the event the design stage is over budget
and the sample points include (4, 6), (4, 7), (4, 8).
b. Refer
Chapter 5 Problem #15
a. For this question, we can use formula and known condition to compute E(x), the
expected value of x. The calculations as follow:
E(x)=3 0.25+60.50+90.25=6
b. From part (a), we can know that E(x)=6=, therefore, we can develop a tabl
Chapter 5 Problem #41
a. According to known condition, we can find that n=20 and P=20%=0.2, so we can
compute the probability that 2 or fewer will withdraw and it is as follows:
P(x2)=P(x=0)+P(x=1)+P(x=2)
=[20!/0!20!(0.2)^0 (0.8)^20]+ [20!/1!19!(0.2)^1 (0
Chapter 7 problem #25
a. According to known condition, we can know that sample mean=E( )=502, n=90,
and =100.
Therefore, we can work out the standard deviation as follow:
100/(90^0.5)=10.541
And we already know that sample mean test score within 10 points
Chapter 7 problem #37
a. According to known condition, we can know that the p (the proportion of groceries
thrown out by
people) is 12% and n (sample) is 540. Therefore, we can calculate:
np=12%540=64.8
n(1-p)=540(1-12%)=475.2
So we can find that it accep
Chapter 1 Problem #3
a. According to known condition, we can find that the City MPG for each car is 13,
17, 16, 13, 24, 25, 17, 15, 21, and 21. Therefore, we can use these to work out the
average miles per gallon for city driving is 18.2 miles per gallon.
Chapter 6 Problem #28
a. The expected number of adults who smoke is:
E(x)=25020%=50
b. The probability that fewer than 40 smoke is:
=(25020%(1-20%)^0.5=6.3246
P(x<40)=P(x39.5)=P(x-50)/6.3246(39.5-50)/6.3246)=P(z-1.66)=0.0485
c. We already getfrom part(b),
Chapter 8 problem #31
a. According to known condition, we can know that sample n=400 and responses
x=100. Therefore, we can work out that the point estimate of the proportion of
the population that would provide Yes responses is:
p=x/n=100/400=0.25
b. The
Chapter 9: MBA Statistics
Notes
Hypothesis Testing
Basic Principles of Hypothesis Testing
Objectives
1. Define the null and alternate hypotheses
2. State conclusions to hypothesis tests
A hypothesis is a claim or statement about a property of a population
Chapter 10: Criminal Justice
Notes
2 Sample Testing
Sigma Known
Construction a Confidence Interval for
x1 x 2 z 2
Df =
n1 1 or n2 1
1 2
12 22
n1 n2
whichever is smaller
Sigma Unknown
Construction a Confidence Interval for
with Independent Samples
x1 x 2