Conjunto de informações disponibilizadas pelos alunos IFPR 2011 Campus Cascavel PR...
Implementando "Cerveja"
Begin
repeat
while ( ESTIVER COM SEDE ) do begin
for i := 1 to 7 do
begin
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)
inc( i ) ;
end;
end;
until ( TOMAR SAIDERA );
End.
repeat
while ( ESTIVER COM SEDE ) do begin
for i := 1 to 7 do
begin
inc( i ) ;
end;
end;
until ( TOMAR SAIDERA );
End.
Visão do Sistema
Introdução
Oportunidade de negócio
Definição do Problema
Pensando em facilitar e interagir o relacionamento entre o professor e o
aluno, define-se um sistema de gerenciamento de alunos para melhorar progressivamente
esta parceria, disponibilizando ferramentas de fácil uso e acesso, deixando
cada vez mais simples a interação dos usuários.
Oportunidade de negócio
Sistemas de gerenciamento de alunos da atualidade são sistemas rústicos, não
possibilitando a interação entre todos os usuários, impedindo ou prejudicando
seus rendimentos, a falta de conectividade faz com que os alunos fiquem desorientados,
principalmente sobre seus rendimentos e frequências em aula. Através da
evolução dos meios de comunicação acha-se necessário a criação de um sistema
que tenha o máximo de cooperação entre seus usuários.
Definição do Problema
Sistemas de Gerenciamento de Alunos atuais sofrem com déficit de interação dos
usuários, atrapalhando ou mesmo impedindo a comunicação dos usuários, de
maneira a retardar o cronograma planejado pelos professores prejudicando o
rendimento dos alunos e acarretando perda de tempo para a instituição.
Caso de uso
Caso de uso: CDU1 – Efetuar Matricula
Escopo: Aplicação SGA
Nível: Objetivo do usuário
Ator Principal: Professor
Interessados e Interesses:
- Secretaria: Cadastra os alunos.
- Diretor: Consultas no banco de dados e faz justificativas ou abonno de faltas
- Professor: Lança as notas dos alunos, registra frequência
diária, inclui observações.
- Aluno: Faz consultas online de suas notas e frequência
Pré-Condições: O
aluno deve apresentar-se no colégio acompanhado pelos seus responsáveis.
Garantia de Sucesso (ou Pós-Condições): Matricula
efetuada com o máximo de informações sobre o aluno.
Cenário de Sucesso Principal (ou Fluxo
Básico):
1. O aluno se apresenta na secretaria do colégio
e a secretaria efetua sua matricula.
2. Os responsáveis pelo aluno apresentam-se a
secretaria e efetuam a matricula do aluno.
3. Com um pré cadastro efetuado online, a
secretaria efetua a matricula após verificar a documentação (A matricula so tera validade apos assinatura dos responsaveis).
Extensões (ou Fluxos Alternativos):
*a. A qualquer momento, diretor solicita uma correção:
1. A secretaria interage com os responsáveis para
solucionar o problema.
*b Em caso do sistema estar fora:
A secretaria com autorização do diretor utiliza a
ficha de cadastro manual
1. Quando do retorno do sistema a secretaria
cadastra no sistema todos o cadastro manual.
2. Os cadastros não concluídos quando da queda do
sistema são atualizados a partir dos dados manuais.
...
Requisitos Especiais:
- Web Cam
Lista de Variantes Tecnológicas e de Dados:
*a Correção de Gerente inserida pela passagem de
um cartão de correção numa leitora
de cartão ou inserindo um código de autorização
através do teclado.
3a. Identificador de item inserido por leitora a
laser de código de barras (quando o item
tiver código de barras) ou pelo teclado.
...
Frequência de Ocorrência: Poderia
ser quase contínuo.
Problemas em Aberto:
– Legislação e falta de
documentação que identifique o aluno
– Campo em que o diretor possa eletronicamente
dar permissão de matricula.
– Sistema de parcelamento das
matriculas.
– Gerenciamento do caixa do colégio.
– Leitura por código de barras ou pagamento em cartão de credito/debito.
Sistema de Cadastro de Alunos
Software de gerenciamento e cadastro de alunos
Cadastro:
Nome
Endereço
CPF
RG
Filiação
Escolaridade
Serie/Turma
Gerenciamento:
Chamada
Cadastro
Notas
Observação
============================================================================
Cadastro:
Aluno chega na secretaria acompanhado pelo pai ou responsavel, a secretaria inicia seu cadastro com as seguintes perguntas.
Qual seu nome...
Endereço
CPF
RG
Filiação
Escolaridade
Baseado na escolaridade informada ele e matriculado para ano/serie seguinte
============================================================================
Chamada:
O programa permite gerenciar a chamada onde é verificado a presença dos alunos e lançadas sua devidas faltas
============================================================================
Notas:
As notas lancadas no modulo de gerenciamento de notas do aluno são automaticamente armazenadas e a cada fechamento de bimestre informa a situação do aluno
============================================================================
Observação:
O modulo de observação permite aos interessados manter um historico devidamente atualizado sobre o aluno em questao
Tambem permite ao aluno ter acesso as suas notas a cada fechamento de bimestre
============================================================================
Requisitos do sistema
1 Pc por Sala
Rede Wirelles
Treinamento
============================================================================
Introdução
============================================================================
Oportunidade de negocio
============================================================================
Definição do problema
============================================================================
Matricula Matricula Matricula
Chamada Chamada
Notas
Cadastro:
Nome
Endereço
CPF
RG
Filiação
Escolaridade
Serie/Turma
Gerenciamento:
Chamada
Cadastro
Notas
Observação
============================================================================
Cadastro:
Aluno chega na secretaria acompanhado pelo pai ou responsavel, a secretaria inicia seu cadastro com as seguintes perguntas.
Qual seu nome...
Endereço
CPF
RG
Filiação
Escolaridade
Baseado na escolaridade informada ele e matriculado para ano/serie seguinte
============================================================================
Chamada:
O programa permite gerenciar a chamada onde é verificado a presença dos alunos e lançadas sua devidas faltas
============================================================================
Notas:
As notas lancadas no modulo de gerenciamento de notas do aluno são automaticamente armazenadas e a cada fechamento de bimestre informa a situação do aluno
============================================================================
Observação:
O modulo de observação permite aos interessados manter um historico devidamente atualizado sobre o aluno em questao
Tambem permite ao aluno ter acesso as suas notas a cada fechamento de bimestre
============================================================================
Requisitos do sistema
1 Pc por Sala
Rede Wirelles
Treinamento
============================================================================
Introdução
============================================================================
Oportunidade de negocio
============================================================================
Definição do problema
============================================================================
Matricula Matricula Matricula
Chamada Chamada
Notas
Calculo Personalizado (PASCAL)
Program Pzim ;
uses crt;
var
i,num1,num2,resultado:integer;
opcao,sair:char;
num1d,num2d,resultadod:real;
nome:string;
Begin
clrscr ;
textbackground( black ) ;
//for i := 9 to 15 do
//begin
//textcolor( i ) ;
textcolor( random( 15 ) ) ;
clrscr ;
write( 'Digite seu nome: ' ) ;
delay( 500 ) ;
//end;
read( nome ) ;
sair := 'N';
clrscr ;
i :=9;
repeat
repeat
clrscr ;
if ( (i>= 9) and (i<=14)) then
inc( i )
else
i :=9;;
textcolor( i ) ;
writeln( nome,' escolha qual operação deseja executar. ') ;
writeln( '' ) ;
writeln( '1 = Somar' ) ;
writeln( '2 = Subtrair' ) ;
writeln( '3 = Multiplicar' ) ;
writeln( '4 = Dividir' ) ;
opcao := readkey ;
writeln( '' ) ;
if ( opcao = '1' ) then
begin
writeln( nome,' informe dois numeros:' ) ;
readln( num1 ) ;
readln( num2 ) ;
resultado := num1 + num2;
writeln( 'Resultado: ',resultado ) ;
end
else
if ( opcao = '2' ) then
begin
writeln( nome,' informe dois numeros:' ) ;
readln( num1 ) ;
readln( num2 ) ;
if ( num1 > num2) then
begin
resultado := num1 - num2;
writeln( 'Resultado: ',resultado ) ;
end
else
begin
resultado := num2 - num1;
writeln( 'Resultado: ',resultado ) ;
end
end
else
if ( opcao = '3' ) then
begin
writeln( nome,' informe dois numeros:' ) ;
readln( num1 ) ;
readln( num2 ) ;
resultado := num1 * num2;
writeln( 'Resultado: ',resultado ) ;
end
else
if ( opcao = '4' ) then
begin
writeln( nome,' informe dois numeros:' ) ;
readln( num1d ) ;
readln( num2d ) ;
resultadod := num1d / num2d;
writeln( 'Resultado: ',resultadod:0:1 ) ;
end
else
begin
clrscr ;
writeln( '' );
writeln( 'A opção ("' , opcao ,'") não está disponivel ' ) ;
delay( 1000 ) ;
clrscr ;
end ;
until ( (opcao = '1') or (opcao = '2') or (opcao = '3') or (opcao = '4') );
repeat
gotoxy( 1, 1 ) ;
write( 'Deseja efetuar um novo calculo ',nome,' ? (S/N)' );
sair := upcase( readkey ) ;
if ( (sair = 'N') or (sair = 'S') ) then
begin
clrscr ;
end
else
begin
clrscr ;
writeln( 'A opção ("' , sair ,'") não está disponivel ' ) ;
delay( 1000 ) ;
clrscr ;
end;
until ( (sair = 'N') or (sair = 'S') );
until (sair = 'N' );
clrscr ;
writeln( '' );
writeln( '' );
writeln( '' );
writeln( 'Obrigado por ter usando minha ferramenta de calculos' ) ;
writeln( '' );
writeln( 'Creditos:' ) ;
writeln( '' );
write( ' Everaldo José de Souza' ) ;
writeln( ' - Aluno IFPR - Turma 2011' ) ;
delay( 3000 ) ;
End.
uses crt;
var
i,num1,num2,resultado:integer;
opcao,sair:char;
num1d,num2d,resultadod:real;
nome:string;
Begin
clrscr ;
textbackground( black ) ;
//for i := 9 to 15 do
//begin
//textcolor( i ) ;
textcolor( random( 15 ) ) ;
clrscr ;
write( 'Digite seu nome: ' ) ;
delay( 500 ) ;
//end;
read( nome ) ;
sair := 'N';
clrscr ;
i :=9;
repeat
repeat
clrscr ;
if ( (i>= 9) and (i<=14)) then
inc( i )
else
i :=9;;
textcolor( i ) ;
writeln( nome,' escolha qual operação deseja executar. ') ;
writeln( '' ) ;
writeln( '1 = Somar' ) ;
writeln( '2 = Subtrair' ) ;
writeln( '3 = Multiplicar' ) ;
writeln( '4 = Dividir' ) ;
opcao := readkey ;
writeln( '' ) ;
if ( opcao = '1' ) then
begin
writeln( nome,' informe dois numeros:' ) ;
readln( num1 ) ;
readln( num2 ) ;
resultado := num1 + num2;
writeln( 'Resultado: ',resultado ) ;
end
else
if ( opcao = '2' ) then
begin
writeln( nome,' informe dois numeros:' ) ;
readln( num1 ) ;
readln( num2 ) ;
if ( num1 > num2) then
begin
resultado := num1 - num2;
writeln( 'Resultado: ',resultado ) ;
end
else
begin
resultado := num2 - num1;
writeln( 'Resultado: ',resultado ) ;
end
end
else
if ( opcao = '3' ) then
begin
writeln( nome,' informe dois numeros:' ) ;
readln( num1 ) ;
readln( num2 ) ;
resultado := num1 * num2;
writeln( 'Resultado: ',resultado ) ;
end
else
if ( opcao = '4' ) then
begin
writeln( nome,' informe dois numeros:' ) ;
readln( num1d ) ;
readln( num2d ) ;
resultadod := num1d / num2d;
writeln( 'Resultado: ',resultadod:0:1 ) ;
end
else
begin
clrscr ;
writeln( '' );
writeln( 'A opção ("' , opcao ,'") não está disponivel ' ) ;
delay( 1000 ) ;
clrscr ;
end ;
until ( (opcao = '1') or (opcao = '2') or (opcao = '3') or (opcao = '4') );
repeat
gotoxy( 1, 1 ) ;
write( 'Deseja efetuar um novo calculo ',nome,' ? (S/N)' );
sair := upcase( readkey ) ;
if ( (sair = 'N') or (sair = 'S') ) then
begin
clrscr ;
end
else
begin
clrscr ;
writeln( 'A opção ("' , sair ,'") não está disponivel ' ) ;
delay( 1000 ) ;
clrscr ;
end;
until ( (sair = 'N') or (sair = 'S') );
until (sair = 'N' );
clrscr ;
writeln( '' );
writeln( '' );
writeln( '' );
writeln( 'Obrigado por ter usando minha ferramenta de calculos' ) ;
writeln( '' );
writeln( 'Creditos:' ) ;
writeln( '' );
write( ' Everaldo José de Souza' ) ;
writeln( ' - Aluno IFPR - Turma 2011' ) ;
delay( 3000 ) ;
End.
Assinar:
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