Nesse tutorial vamos te mostrar como cadastrar novas Unidades de
Medida, que são utilizadas no Módulo Estoque.
Unidades de medidas são conversões usadas para descrever
dimensões de objetos.
Para cadastrar uma nova Unidade de Medida siga os passos
abaixo.
1º Acesse: Menu > Estoque > Unidade
Ao seguir esse caminho, o sistema te apresentará todas as
Unidades de Medidas já cadastradas em seu sistema.
![estoque4.PNG](data:image/png;base64,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)
Para cadastrar um nova Unidade de Medida, basta clicar no botão
verde, destacado na imagem acima, onde diz "+ Adicionar
Unidade".
2º Ao clicar no botão indicado acima, o sistema
abrirá a tela abaixo, onde é possível adicionar uma nova
Unidade.
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Note que você precisa preencher apenas dois campo.
Descrição: Onde você escreve o nome da
nova Unidade de Medida, como por exemplo "metro";
Sigla: Onde você preenche com a sigla, por
exemplo "mt";
3° Em seguida basta clicar em "Gravar
Unidade";
Ficou com alguma dúvida sobre o que são Unidades de Medidas ou
como cadastrar elas no sistema?
Sem problemas, entre em contato com o Suporte e solicite
auxílio.
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