Exercício 2
Fazer para a próxima
aula. Chance alta de valer nota. Ser feito em folha a parte.
Não fazer: apenas copiar a resposta. Isso eu concordo, essa parte da matéria é a base para muita coisa que faremos na profissão, e o único meio de aprendermos é praticando. Não empurre isso com a barriga.
Update com nova resolução na parte de baixo do post.
As operações
realizadas pela Cia. Rio Branco de materiais em junho foram as seguintes:
1 - 05/06 -
Integralização do Capital - 15.000
2 - 07/06 - Compra a
prazo de 2.817 de materiais da Cia. Arueira
3 - 10/06 -
Pagamento ao inventor jarbas de 2.750 por uma patente
4 - 13/06 - Compra a
vista de 927 de materiais
5 - 18/06 - Compra
de um terreno por 6.250, sendo 2.250 a vista
4.000 a pagar em 90 dias, foi assinada uma promissória
6 - 22/06 - Compra
de materiais no valor de 1.128 a prazo da Cia. Ioli
7 - 25/06 -
Pagamento dos materiais adquiridos no dia 07
8 - 27/06 - A Cia.
localizou um terreno mais adequado às suas necessidades e adquiriu por 7.800,
pagando em dinheiro 1.550. Para liquidar o saldo deu o terreno adquirido no dia
18.
9 - 30/06 -
Pagamento de 500 pela compra do dia 22.
10 - 30/06 - Aumento
de Capital Social em 10.000, sendo 50% em dinheiro e o restante a ser
integralizado daqui 30 dias.
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Vocês concordam com minhas respostas?
Estou com dúvida quanto a se o fato 10 realmente diminuiu o PL ou é apenas um artifício contábil que na realidade não o diminui.
Opiniões. Quero opiniões.
Parece que a resposta passada pela professora era para bater 29.628. Se for isso, acredito que o problema estará no -5.000 do Capital a Integralizar. Não sei direito o como fazer então. Vou analisar o caso e se concluir alguma outra solução editarei o post (e avisarei no título, para vocês não terem que ficar entrando no post para conferir). Valeu João!
Update: 19/04 18:27
Estou com dúvida quanto a se o fato 10 realmente diminuiu o PL ou é apenas um artifício contábil que na realidade não o diminui.
Opiniões. Quero opiniões.
Update: 19/04 18:27
No caso da Capital a Integralizar temos um valor negativo. Ou seja, o saldo da conta foi Devedor, e não Credor, como é esperado de uma conta do PL. Só não sei como isso se encaixa na frase ditas anteriormente pela professora.
E aí, alguém mais com alguma outra solução?
ei mano porque o passivo na operação 3 aumentou . pra mim não afeta
ResponderExcluirObrigado pelo toque. Não aumenta mesmo. É que "sobrou" da planilha que estava antes, e passou batido. Já arrumei lá.
ExcluirEste comentário foi removido pelo autor.
ResponderExcluirPreciso de ajuda
ResponderExcluir