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Introduction EER Diagram Introduction EER Diagram

Introduction EER Diagram - PowerPoint Presentation

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Uploaded On 2018-11-09

Introduction EER Diagram - PPT Presentation

Relational Schema Database Normalization Analysis Queries QampA Introduction Client Overview Our goal is to help your child feel good about himselfherself so they can have the confidence it takes to get along well with others ID: 724943

student avg month date avg student date month query sid amp avgofgrade counter contract performance timeslot logmonth linearchange medium

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Slide1
Slide2

Introduction

EER Diagram

Relational Schema

Database

Normalization Analysis

Queries

Q&ASlide3

Introduction | Client Overview

“Our goal is to help your child feel good about himself/herself so they can have the confidence it takes to get along well with others.”

Growing Light Montessori Schools serves children ages 2-12 in a variety of different classesThey have campuses in Oakland, Kensington, and Moraga

Currently, Growing Light is using Excel to organize their data

This is leading to problems of many forms in different places and overall clutter

Growing Light would like to move to Microsoft Access

A

llows all storage of data in one place, and allows new and better ways to organize informationSlide4

Introduction

EER Diagram

Relational Schema

Database

Normalization Analysis

Queries

Q&ASlide5

Simplified EER DiagramSlide6

Introduction

EER Diagram

Relational Schema

Database

Normalization Analysis

Queries

Q&ASlide7

Relational Schema

Student(

SID, Student_SSN, Fname, Lname, MI, DOB, Gender, street, city, state, zip, start_date,

house_phone, contract_amount, (Adtype)14)

14. Ad_medium(AdType, cost, duration, starting_month)Slide8

Relational SchemaSlide9

Introduction

EER Diagram

Relational Schema

Database

Normalization Analysis

Queries

Q&ASlide10

Database Form 1

Form allows client to input new employee informationSlide11

Database Form 2

Form allows client to input new student informationSlide12

Introduction

EER Diagram

Relational Schema

Database

Normalization Analysis

Queries

Q&ASlide13

Normalization AnalysisSlide14

Normalization AnalysisSlide15

Normalization AnalysisSlide16

Introduction

EER Diagram

Relational Schema

Database

Normalization Analysis

Queries

Q&ASlide17

Query 1: Equipment Order Management

Order cycle in days

= (EOQ/Demand)*360Next Order Date = Last Purchase Date + Order Cycle ( In case of stock out, current date becomes the next order date ) Slide18

Query 1: Equipment Order Management Slide19

SELECT EID, Equip_Name, IIF(Inventory=0, 'Yes', 'No') AS

Stockout, round(sqr(2*[FixedCost]*[Demand]/([InterestRate]/100*[

UnitCost]))) AS EOQ, round(((sqr(2*[FixedCost]*[Demand]/([

InterestRate]/100*[UnitCost])))/[Demand])*360) AS OrderCycle, IIF([Inventory]=0, Date(), ([PurchaseDate

]+round(((sqr(2*[FixedCost]*[Demand]/([InterestRate]/100*[UnitCost])))/[Demand])*360))) AS

NextOrderDateFROM Equipment_Supply_Token

ORDER BY IIF([Inventory]=0, Date(), ([

PurchaseDate

]+round(((

sqr

(2*[

FixedCost

]*[Demand]/([

InterestRate

]/100*[

UnitCost

])))/[Demand])*360))) ASC;

Equipment Order Management : SQLSlide20

MS Access ImplementationSlide21

Equipment Order Management : Report

Shows next order date & EOQ predicted quantitiesSlide22

Query 2: Student Performance Prediction

Absolute change

in grade with respect to time

Percentage change

in grade with respect to timeSlide23

Query 2: Student Performance Prediction Slide24

Student Performance : SQL

SELECT [Performance Report Query].SID, (Avg([Month_date]*[AvgOfGrade])-(Avg([Month_date])*

Avg([AvgOfGrade])))/(Avg(([Month_date])^2)-(Avg([Month_date

]))^2) AS Linearchange, Avg([AvgOfGrade])-[Linearchange]*Avg

([Month_date]) AS Linearalpha, [Linearchange]*([max_month]+1)+(Avg([

AvgOfGrade])-[Linearchange]*Avg([Month_date])) AS LinearPredictionNextMonth, (

Avg

([

LogMonth_date

]*[

AvgOfGrade

])-(

Avg

([

LogMonth_date

])*

Avg

([

AvgOfGrade

])))/(

Avg

(([

LogMonth_date

])^2)-(

Avg

([

LogMonth_date

]))^2) AS

Logcoeff

,

Avg

([

AvgOfGrade

])-([

Logcoeff

])*

Avg

([

LogMonth_date

]) AS

Logalpha

, ([

Logcoeff

]*4+(

Avg

([

AvgOfGrade

])-[

Logcoeff

]*

Avg

([

LogMonth_date

])))/100 AS

LogPercentageChange

, [

LinearPrediction

]*Exp([

LogPercentageChange

]) AS

LogPredictionNextMonth

, Max([Performance Report Query].

Month_date

) AS

max_month

, [

Linearchange

]*([

max_month

])+(

Avg

([

AvgOfGrade

])-[

Linearchange

]*

Avg

([

Month_date

])) AS

LinearPrediction

FROM [Performance Report Query]

GROUP BY [Performance Report Query].SID;Slide25

Student Performance : SQL

SELECT [Performance Report Query].SID, (Avg([Month_date]*[AvgOfGrade])-(Avg([Month_date])*

Avg([AvgOfGrade])))/(Avg(([Month_date])^2)-(Avg([Month_date

]))^2) AS Linearchange, Avg([AvgOfGrade])-[Linearchange]*Avg

([Month_date]) AS Linearalpha, [Linearchange]*([max_month]+1)+(Avg([

AvgOfGrade])-[Linearchange]*Avg([Month_date])) AS LinearPredictionNextMonth, (

Avg

([

LogMonth_date

]*[

AvgOfGrade

])-(

Avg

([

LogMonth_date

])*

Avg

([

AvgOfGrade

])))/(

Avg

(([

LogMonth_date

])^2)-(

Avg

([

LogMonth_date

]))^2) AS

Logcoeff

,

Avg

([

AvgOfGrade

])-([

Logcoeff

])*

Avg

([

LogMonth_date

]) AS

Logalpha

, ([

Logcoeff

]*4+(

Avg

([

AvgOfGrade

])-[

Logcoeff

]*

Avg

([

LogMonth_date

])))/100 AS

LogPercentageChange

, [

LinearPrediction

]*Exp([

LogPercentageChange

]) AS

LogPredictionNextMonth

, Max([Performance Report Query].

Month_date

) AS

max_month

, [

Linearchange

]*([

max_month

])+(

Avg

([

AvgOfGrade

])-[

Linearchange

]*

Avg

([

Month_date

])) AS

LinearPrediction

FROM [Performance Report Query]

GROUP BY [Performance Report Query].SID;Slide26

Student Performance : Execution

Prediction based on

percentage change

Prediction based on

absolute changeSlide27

Student Performance : Report

Shows student’s current grade and predicted grade for next semester Slide28

Query 3: Student BalanceSlide29

Query 3: Student Balance

Contract-Val is the total charges for the student over the time period indicated under Contract_Start and Contract_End.

Tables Used

...

1

2Slide30

Student Balance : SQL

SELECT Student.SID, First(DateDiff("m",[Student].[Contract_Start],date())) AS DurationFROM Student ;

SELECT Student.SID, [Student].[Contract_Val]/DateDiff("m",[Student].[

Contract_Start],[Student].[Contract_End]))AS Monthly_FeeFROM Student;

SELECT S_Monthly_Fee.SID, [S_Monthly_Fee].[Monthly_Fee]*[Contract_Duration

].[Duration] AS TotalChargedFROM S_Monthly_Fee, Contract_DurationWHERE (((S_Monthly_Fee.SID)=[

Contract_Duration

].[SID]));

SELECT Student.SID, Sum(([

Student_Account

].[

MP_Amount

])) AS

TotalPaid

FROM

Student_Account

, Student

WHERE Student.SID=Student_Account.SID

GROUP BY Student.SID;

SELECT

Student.Fname

,

Student.Lname

, [

S_TotalCharged

].[

TotalCharged

]-[

S_TotalPaid

].[

TotalPaid

] AS Balance,

IIf

(

S_TotalCharged.TotalCharged-S_TotalPaid.TotalPaid

>0,(

S_TotalCharged.TotalCharged-S_TotalPaid.TotalPaid

)*0.1,0) AS

PenaltyFee

FROM Student,

S_TotalCharged

,

S_TotalPaid

WHERE Student.SID=S_TotalCharged.SID And Student.SID=S_TotalPaid.SID And S_TotalPaid.SID=S_TotalCharged.SID;

Contract_Duration

S_Monthly_Fee

S_TotalCharged

S_TotalPaid

Student_BalanceSlide31

Student Balance : ImplementationSlide32

Student Balance : ImplementationSlide33

Query 4: Ad Medium ROI

Calculated monthlySlide34

Query 4: Ad Medium ROISlide35

Ad Medium ROI : SQL

SELECT Ad_medium.Adtype, Ad_medium.monthyear, (Sum([Contract_amt]/[Contract_dur]))/(([cost]*[quantity]))-1 AS ROI

FROM Ad_medium INNER JOIN Student ON (Ad_medium.Adtype = Student.Referred_by) AND (Ad_medium.monthyear = Student.Referred_mon)

GROUP BY Ad_medium.Adtype, Ad_medium.monthyear, ([Cost]*[quantity])

ORDER BY (Sum([Contract_amt]/[Contract_dur]))/(([cost]*[quantity]))-1 DESC;Slide36

Ad Medium ROI : SQLSlide37

Query 5: Classroom Scheduling

Put 1 class in each timeslotSlide38

Query 5: Classroom SchedulingSlide39

Methodology

Query 5: Classroom SchedulingSlide40

Query 5: Matlab

Main code:clear;clear allclc M=30;%number of CHROMOSOMES (not pairs, pairs=2*!) generated every generation

N=70; %number of generations to runnogen=500;classes=[ 1 31 12 0 2 30

2 31 14 0 2 253 56 12 0 1 304 54 12 0 1 305 72 14 0 0 256 54 14 0 0 257 56 14 0 0 258 56 12 0 0 30];

[noclasses,classproperties]=size(classes); % initialize blank schedule matrixschedule=[];

%initialize matrix of chromosomes %generate first parentset (random)for i=1:N+Mchromosomemat

(

i

,:)=

randperm

(

noclasses

);

fitnessvalue

(

i

)=

fitval

(

chromosomemat

(

i

,:));

end

for t=1:nogen

%get rid of N chromosomes with the smallest N values

%find

indice

of smallest value in fitness value and kill from

%

chromosomemat

for

i

=1:N

[~,I]=min(

fitnessvalue

);

chromosomemat

(I,:)=[];

fitnessvalue

(I)=[];

end

for

i

=1:N

chromosomemat

(

M+i

,:)=

randperm

(

noclasses

);

fitnessvalue

(

M+i

)=

fitval

(

chromosomemat

(

M+i

));

end

end

[~,

maxchromo

]=max(

fitnessvalue

);

max_chromosome

=

chromosomemat

(

maxchromo

,:)

maxfitness_value

=

fitval

(

max_chromosome

)

FitVal

function:

function [

fitnessvalue

, counter]=

fitval

(chromosome)

%timetable=[

%'Mo' 9 'room1' 0 1 40

%'Mo' 10 'room1' 0 1 40

%'

Tu

' 9 'room1' 0 1 40

%'

Tu

' 10 'room1' 0 1 40

%'Mo' 9 'room2' 0 2 30

%'Mo' 10 'room2' 0 2 30

%'

Tu

' 9 'room2' 0 2 30

%'

Tu

' 10 'room2' 0 2 30];

timeslot=[

1 9 1 0 1 40

1 10 1 0 1 40

2 9 1 0 1 40

2 10 1 0 1 40

1 9 2 0 2 30

1 10 2 0 2 30

2 9 2 0 2 30

2 10 2 0 2 30];

%

Classtable

=[

%'Music1A' 'Boleyn' 'Hummingbirds' 0 1 30

%'Math1A' 'Thurman' 'Hummingbirds' 0 1 30

%'Gym' 'Lee' %'

Froggies

' 0 2 30

%'Gym' 'Lee' '

Froggies

' 0 2 25

%'Reading2' 'Johnson' '

Froggies

' 0 0 25

%'Math1B' 'Thurman' %'Hummingbirds' 0 0 25

%'Nap' 'Boleyn' '

Froggies

' 0 0 25

%'Reading1' 'Boleyn' 'Hummingbirds' 0 0 30];

%rearranging such that those with no equipment constraints go last

classes=[

1 31 12 0 2 30

2 31 14 0 2 25

3 56 12 0 1 30

4 54 12 0 1 30

5 72 14 0 0 25

6 54 14 0 0 25

7 56 14 0 0 25

8 56 12 0 0 30];

[~,

classproperties

]=size(classes);

height=length(chromosome);

for

i

=1:height

chromosomerep

(

i

,:)=classes(chromosome(

i

),:);

end

counter=0;

[

notimeslot,timeproperties

]=size(timeslot);

for

i

=1:height

if

chromosomerep

(i,5)==timeslot(i,5) ||

chromosomerep

(i,5)==0

counter=counter+1;

else

counter=counter-100;

end %match the capacity

if

chromosomerep

(i,4)==timeslot(i,4);

counter=counter+1;

elseif

chromosomerep

(i,4)==0;

counter=counter+1;

else %match the equipment

counter=counter-100;

end

for j=1:height

if j==

i

else

if

chromosomerep

(i,2)==

chromosomerep

(j,2) && timeslot(i,1)==timeslot(j,1)&& timeslot(i,2)==timeslot(j,2)

%same teacher & same day &same time

counter=counter-100;

end

%make sure the teachers will not have clashing schedules

if

chromosomerep

(i,3)==

chromosomerep

(j,3) && timeslot(i,1)==timeslot(j,1) && timeslot(i,2)==timeslot(j,2)

%same teacher & same day &same time

counter=counter-100;

end

end

end

end

fitnessvalue

=counter;

end

 

 Slide41

Query 5: ExecutionSlide42

Further Work

Segmentation of students for better management of their performance

Using similarities between students to group them together

Cluster AnalysisSlide43