Computerizing Warehouse
Operations of
Express Station
Bar Code Systems
Wireless Warehousing Sy
stems
Paperless warehousing sy
stems
Bar Code Systems
of The Express Station
Wireless Warehousing
Systems
of The Express Station
Paperless warehousing
systems o
1search and read
The paper I read is the [1]Cost estimation for rapid manufacturing - laser sintering production
for low to medium volumes
(1). With the development of RP, the manufacture will be easier and more creative products can
be invented.
First of
EMET1001
Foundations of Economic and Financial Models
Week 3: Dierentiation
Idione Meneghel
Australian National University
Spring 2016
Meneghel (ANU)
Week 3
Spring 2016
1 / 47
Dierentiation: basic intuition (6.1)
We are interested in the steepness of a f
EMET1001
Foundations of Economic and Financial Models
Week 1: Equations and functions
Idione Meneghel
Australian National University
Spring 2016
Meneghel (ANU)
Week 1
Spring 2016
1 / 33
Structure of the course
Assessment:
Tutorial questions (due on Monda
Tutorial Assignment: Week 1
EMET1001: Foundations of Economic and Financial Models
Semester 2, 2016
Due: July 25 at 2pm
Note: These are the questions for the tutorial assignment taken from the textbook
Essential Mathematics for Economic Analysis. Each wee
Tutorial Assignment: Week 2
EMET1001: Foundations of Economic and Financial Models
Semester 2, 2016
Due: August 1 at 2pm
Note: These are the questions for the tutorial assignment taken from the textbook
Essential Mathematics for Economic Analysis. Each we
Tutorial Assignment: Week 3
EMET1001: Foundations of Economic and Financial Models
Semester 2, 2016
Due: August 8 at 2pm
Note: These are the questions for the tutorial assignment taken from the textbook
Essential Mathematics for Economic Analysis. Each we
EMET1001: Foundations of Economic and Financial Models
Semester 2, 2016
Mathematical Preliminaries
Idione Meneghel
Sets
Definition
Examples
A set A is a collection of objects (elements) such that
given any object x it is possible to determine whether
or n
Tutorial Assignment: Week 4
EMET1001: Foundations of Economic and Financial Models
Semester 2, 2016
Due: August 15 at 2pm
Note: These are the questions for the tutorial assignment taken from the textbook
Essential Mathematics for Economic Analysis. Each w
EMET1001
Foundations of Economic and Financial Models
Week 4: Implicit Dierentiation, Polynomial Approximations and Limits
Idione Meneghel
Australian National University
Spring 2016
Meneghel (ANU)
Week 4
Spring 2016
1 / 48
Implicit dierentiation (7.1)
So
1.
After we calculate the cash flow of each year. We can use excel formula to calculate
IRR=4%.IRR<MARR, so the system shouldnt be installed.
2. First we can work the cash flow chart
year
Cash flow
0
-140000
1
15000
2
22000
3
29000
4
36000
5
43000
Revenue
,
Traditional internal warehouse system, generally relies on a non
automated, on the basis of the paper file system to record, tracking
the goods in and out, by artificial memory implementation within
the warehouse management.
,
Traditional internal warehouse system, generally relies on a non
automated, on the basis of the paper file system to record, tracking
the goods in and out, by artificial memory implementation within
the warehouse management.
Warehouse and
Inventory
Management
Chapter 6
Computerizing Warehouse Operations
Reference: Edward H. Frazelle, World-Class Warehousing and Material Handling, published
by Mc Graw Hill, 2002
Prepared by Angela Sun for
HKU SPACE Suzhou
1
Computerizing Wareh
Assignment 2
1
PW=AP/A,12%,8P/F,12%,5= 4550*4.9676*0.5674=12824.7
2
r =3% and M=12/3=4
i=1+r/M)^M-1= 3.034%
A PW1=AP/A ,3.034%,22=400*15.88 = 6353.1
B PW2=AP/A,3.034%,11+GP/G,3.034%,11
=3684.1+GP/G,3.034%,11=3684.1+43.4G
if PW1= PW2
We can get 6353.1=3684
1The paper I read is the first
A nowadays, with the development of technologies, some traditional production methods
could be replaced with technologies that are derived from existing rapid prototyping, namely, RP.
RP processes include stereo-lithography
EMET1001
Foundations of Economic and Financial Models
Week 2: Properties of functions
Idione Meneghel
Australian National University
Spring 2016
Meneghel (ANU)
Week 2
Spring 2016
1 / 50
Shifting graph (5.1)
Suppose we know the function
f (x)
What can we