METODOLOGIA DO ENSINO DE FUTEBOL E FUTSAL
Avalie as afirmativas abaixo e assinale a correta em relação ao passe no futebol e futsal:
Toda ação que o jogador realiza quando o objetivo for cabecear a bola.
Toda ação que o jogador realiza quando o objetivo for acertar o gol adversário.
Toda ação que o jogador realiza quando o objetivo for ultrapassar com a bola o adversário.
Toda ação que o jogador transfere a bola para seu companheiro de equipe, seja com o intuito de ataque, defesa ou até mesmo a manutenção da posse de bola.
Toda ação que o jogador realiza quando o objetivo cruzar a bola na área do adversário.
Analise a imagem abaixo e responda:
Qual tipo de passe está sendo executado?
![](data:image/png;base64,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)
Passe realizado com a parte interna dos pés.
Passe realizado com o peito do pé.
Passe realizado com o peito.
Passe realizado com o calcanhar.
Passe realizado com a cabeça.
A partir das funções do "volante", quais são as atribuições de um jogador atuante nessa posição?
Boa leitura tática de jogo e bons marcadores.
Boa leitura tática de jogo e bons finalizadores.
Boa leitura técnica de jogo e bons arremessadores.
Boa leitura tática de jogo e bons batedores de faltas.
Boa leitura tática de jogo e bons atacantes.
Assinale a alternativa correta sobre as valências físicas que deve-se treinar na posição de um goleiro de futebol:
Corridas, saltos e arremessos.
Velocidade e potência, apenas.
Pegada alta, encaixe, encaixe no meio, encaixe com a bola quicando.
Flexibilidade e força, apenas.
Flexibilidade, velocidade, agilidade, força, resistência, coordenação e equilíbrio.
Sobre as medidas oficiais da baliza do futsal, assinale a alternativa correta:
A distância interna dos postes é de 3,6 metros e a distância entre o solo e o travessão (horizontal) é de 2,8 metros.
A distância interna dos postes é de 4 metros e a distância entre o solo e o travessão (horizontal) é de 4 metros.
A distância interna dos postes é de 2 metros e a distância entre o solo e o travessão (horizontal) é de 3 metros.
A distância interna dos postes é de 3 metros e a distância entre o solo e o travessão (horizontal) é de 2 metros.
A distância interna dos postes é de 8 metros e a distância entre o solo e o travessão (horizontal) é de 7 metros.
Qual a maior barreira presente na prática do futebol de rua principalmente no nosso país?
A segurança, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
As precarias condições da rua, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A poluição, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A falta de um campo oficial, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A falta de uma quadra oficial, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
Em qual ano e país o Futsal foi inserido nos Jogos Pan-americano?
2016 no Rio de Janeiro (Brasil).
2011 em Guadalajara (México).
2015 em Toronto (Canadá).
2019 em Lima (Peru).
2007 no Rio de Janeiro (Brasil).
Históricamente o futsal possui duas vertentes de surgimento, assinale a alternativa que corresponde aos dois possíveis países de criação dessa modalidade:
Toda ação que o jogador realiza quando o objetivo for cabecear a bola.
Toda ação que o jogador realiza quando o objetivo for acertar o gol adversário.
Toda ação que o jogador realiza quando o objetivo for ultrapassar com a bola o adversário.
Toda ação que o jogador transfere a bola para seu companheiro de equipe, seja com o intuito de ataque, defesa ou até mesmo a manutenção da posse de bola.
Toda ação que o jogador realiza quando o objetivo cruzar a bola na área do adversário.
Analise a imagem abaixo e responda:
Qual tipo de passe está sendo executado?
![](data:image/png;base64,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)
Passe realizado com a parte interna dos pés.
Passe realizado com o peito do pé.
Passe realizado com o peito.
Passe realizado com o calcanhar.
Passe realizado com a cabeça.
A partir das funções do "volante", quais são as atribuições de um jogador atuante nessa posição?
Boa leitura tática de jogo e bons marcadores.
Boa leitura tática de jogo e bons finalizadores.
Boa leitura técnica de jogo e bons arremessadores.
Boa leitura tática de jogo e bons batedores de faltas.
Boa leitura tática de jogo e bons atacantes.
Assinale a alternativa correta sobre as valências físicas que deve-se treinar na posição de um goleiro de futebol:
Corridas, saltos e arremessos.
Velocidade e potência, apenas.
Pegada alta, encaixe, encaixe no meio, encaixe com a bola quicando.
Flexibilidade e força, apenas.
Flexibilidade, velocidade, agilidade, força, resistência, coordenação e equilíbrio.
Sobre as medidas oficiais da baliza do futsal, assinale a alternativa correta:
A distância interna dos postes é de 3,6 metros e a distância entre o solo e o travessão (horizontal) é de 2,8 metros.
A distância interna dos postes é de 4 metros e a distância entre o solo e o travessão (horizontal) é de 4 metros.
A distância interna dos postes é de 2 metros e a distância entre o solo e o travessão (horizontal) é de 3 metros.
A distância interna dos postes é de 3 metros e a distância entre o solo e o travessão (horizontal) é de 2 metros.
A distância interna dos postes é de 8 metros e a distância entre o solo e o travessão (horizontal) é de 7 metros.
Qual a maior barreira presente na prática do futebol de rua principalmente no nosso país?
A segurança, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
As precarias condições da rua, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A poluição, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A falta de um campo oficial, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A falta de uma quadra oficial, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
Em qual ano e país o Futsal foi inserido nos Jogos Pan-americano?
2016 no Rio de Janeiro (Brasil).
2011 em Guadalajara (México).
2015 em Toronto (Canadá).
2019 em Lima (Peru).
2007 no Rio de Janeiro (Brasil).
Históricamente o futsal possui duas vertentes de surgimento, assinale a alternativa que corresponde aos dois possíveis países de criação dessa modalidade:
Passe realizado com a parte interna dos pés.
Passe realizado com o peito do pé.
Passe realizado com o peito.
Passe realizado com o calcanhar.
Passe realizado com a cabeça.
A partir das funções do "volante", quais são as atribuições de um jogador atuante nessa posição?
Boa leitura tática de jogo e bons marcadores.
Boa leitura tática de jogo e bons finalizadores.
Boa leitura técnica de jogo e bons arremessadores.
Boa leitura tática de jogo e bons batedores de faltas.
Boa leitura tática de jogo e bons atacantes.
Assinale a alternativa correta sobre as valências físicas que deve-se treinar na posição de um goleiro de futebol:
Corridas, saltos e arremessos.
Velocidade e potência, apenas.
Pegada alta, encaixe, encaixe no meio, encaixe com a bola quicando.
Flexibilidade e força, apenas.
Flexibilidade, velocidade, agilidade, força, resistência, coordenação e equilíbrio.
Sobre as medidas oficiais da baliza do futsal, assinale a alternativa correta:
A distância interna dos postes é de 3,6 metros e a distância entre o solo e o travessão (horizontal) é de 2,8 metros.
A distância interna dos postes é de 4 metros e a distância entre o solo e o travessão (horizontal) é de 4 metros.
A distância interna dos postes é de 2 metros e a distância entre o solo e o travessão (horizontal) é de 3 metros.
A distância interna dos postes é de 3 metros e a distância entre o solo e o travessão (horizontal) é de 2 metros.
A distância interna dos postes é de 8 metros e a distância entre o solo e o travessão (horizontal) é de 7 metros.
Qual a maior barreira presente na prática do futebol de rua principalmente no nosso país?
A segurança, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
As precarias condições da rua, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A poluição, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A falta de um campo oficial, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A falta de uma quadra oficial, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
Em qual ano e país o Futsal foi inserido nos Jogos Pan-americano?
2016 no Rio de Janeiro (Brasil).
2011 em Guadalajara (México).
2015 em Toronto (Canadá).
2019 em Lima (Peru).
2007 no Rio de Janeiro (Brasil).
Históricamente o futsal possui duas vertentes de surgimento, assinale a alternativa que corresponde aos dois possíveis países de criação dessa modalidade:
Boa leitura tática de jogo e bons marcadores.
Boa leitura tática de jogo e bons finalizadores.
Boa leitura técnica de jogo e bons arremessadores.
Boa leitura tática de jogo e bons batedores de faltas.
Boa leitura tática de jogo e bons atacantes.
Assinale a alternativa correta sobre as valências físicas que deve-se treinar na posição de um goleiro de futebol:
Corridas, saltos e arremessos.
Velocidade e potência, apenas.
Pegada alta, encaixe, encaixe no meio, encaixe com a bola quicando.
Flexibilidade e força, apenas.
Flexibilidade, velocidade, agilidade, força, resistência, coordenação e equilíbrio.
Sobre as medidas oficiais da baliza do futsal, assinale a alternativa correta:
A distância interna dos postes é de 3,6 metros e a distância entre o solo e o travessão (horizontal) é de 2,8 metros.
A distância interna dos postes é de 4 metros e a distância entre o solo e o travessão (horizontal) é de 4 metros.
A distância interna dos postes é de 2 metros e a distância entre o solo e o travessão (horizontal) é de 3 metros.
A distância interna dos postes é de 3 metros e a distância entre o solo e o travessão (horizontal) é de 2 metros.
A distância interna dos postes é de 8 metros e a distância entre o solo e o travessão (horizontal) é de 7 metros.
Qual a maior barreira presente na prática do futebol de rua principalmente no nosso país?
A segurança, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
As precarias condições da rua, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A poluição, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A falta de um campo oficial, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A falta de uma quadra oficial, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
Em qual ano e país o Futsal foi inserido nos Jogos Pan-americano?
2016 no Rio de Janeiro (Brasil).
2011 em Guadalajara (México).
2015 em Toronto (Canadá).
2019 em Lima (Peru).
2007 no Rio de Janeiro (Brasil).
Históricamente o futsal possui duas vertentes de surgimento, assinale a alternativa que corresponde aos dois possíveis países de criação dessa modalidade:
Corridas, saltos e arremessos.
Velocidade e potência, apenas.
Pegada alta, encaixe, encaixe no meio, encaixe com a bola quicando.
Flexibilidade e força, apenas.
Flexibilidade, velocidade, agilidade, força, resistência, coordenação e equilíbrio.
Sobre as medidas oficiais da baliza do futsal, assinale a alternativa correta:
A distância interna dos postes é de 3,6 metros e a distância entre o solo e o travessão (horizontal) é de 2,8 metros.
A distância interna dos postes é de 4 metros e a distância entre o solo e o travessão (horizontal) é de 4 metros.
A distância interna dos postes é de 2 metros e a distância entre o solo e o travessão (horizontal) é de 3 metros.
A distância interna dos postes é de 3 metros e a distância entre o solo e o travessão (horizontal) é de 2 metros.
A distância interna dos postes é de 8 metros e a distância entre o solo e o travessão (horizontal) é de 7 metros.
Qual a maior barreira presente na prática do futebol de rua principalmente no nosso país?
A segurança, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
As precarias condições da rua, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A poluição, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A falta de um campo oficial, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A falta de uma quadra oficial, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
Em qual ano e país o Futsal foi inserido nos Jogos Pan-americano?
2016 no Rio de Janeiro (Brasil).
2011 em Guadalajara (México).
2015 em Toronto (Canadá).
2019 em Lima (Peru).
2007 no Rio de Janeiro (Brasil).
Históricamente o futsal possui duas vertentes de surgimento, assinale a alternativa que corresponde aos dois possíveis países de criação dessa modalidade:
A distância interna dos postes é de 3,6 metros e a distância entre o solo e o travessão (horizontal) é de 2,8 metros.
A distância interna dos postes é de 4 metros e a distância entre o solo e o travessão (horizontal) é de 4 metros.
A distância interna dos postes é de 2 metros e a distância entre o solo e o travessão (horizontal) é de 3 metros.
A distância interna dos postes é de 3 metros e a distância entre o solo e o travessão (horizontal) é de 2 metros.
A distância interna dos postes é de 8 metros e a distância entre o solo e o travessão (horizontal) é de 7 metros.
Qual a maior barreira presente na prática do futebol de rua principalmente no nosso país?
A segurança, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
As precarias condições da rua, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A poluição, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A falta de um campo oficial, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A falta de uma quadra oficial, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
Em qual ano e país o Futsal foi inserido nos Jogos Pan-americano?
2016 no Rio de Janeiro (Brasil).
2011 em Guadalajara (México).
2015 em Toronto (Canadá).
2019 em Lima (Peru).
2007 no Rio de Janeiro (Brasil).
Históricamente o futsal possui duas vertentes de surgimento, assinale a alternativa que corresponde aos dois possíveis países de criação dessa modalidade:
A segurança, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
As precarias condições da rua, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A poluição, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A falta de um campo oficial, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
A falta de uma quadra oficial, fazendo com que os responsáveis optem por brinquedos eletrônicos que permitem a permanencia da criança dentro de casa.
Em qual ano e país o Futsal foi inserido nos Jogos Pan-americano?
2016 no Rio de Janeiro (Brasil).
2011 em Guadalajara (México).
2015 em Toronto (Canadá).
2019 em Lima (Peru).
2007 no Rio de Janeiro (Brasil).
Históricamente o futsal possui duas vertentes de surgimento, assinale a alternativa que corresponde aos dois possíveis países de criação dessa modalidade:
2016 no Rio de Janeiro (Brasil).
2011 em Guadalajara (México).
2015 em Toronto (Canadá).
2019 em Lima (Peru).
2007 no Rio de Janeiro (Brasil).