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)
É possível transformar o ensino na enfermagem? Uso de metodologias ativas na formação profissional
49
Rev Norte Mineira de enferm. 2021; 10(1):44-51.
educadores-educandos e educandos-educadores. Essa reconfiguração de relações permite o compartilhamento de saberes e
de experiências necessário para a construção de um novo saber, que possa ser apropriado, apreendido por todos os que
ensinam-aprendem
(13)
.
Vale destacar que, por meio das dinâmicas realizadas, foi possível proporcionar troca de experiências, permitindo o
desenvolvimento do trabalho em grupo. A dinâmica de grupo é um instrumento educacional relevante no processo ensino e
aprendizagem quando se considera a concepção de educação que coloca teoria e prática em patamares iguais, envolvendo
todos os participantes como protagonistas. Assim, a aprendizagem acontece em processo coletivo, em encontro de indivíduos
para construção conjunta do saber, estimulando a capacidade criadora, a desenvoltura dos participantes, a produtividade, as
relações interpessoais e intrapessoais, o que promove transformação e estímulo ao trabalho em equipe como oportunidade
para modificar a realidade
(14)
.
A capacidade de interagir cooperativamente com os colegas possibilita a troca de experiências e de informações, incentivando
a solução de problemas e o pensamento criativo
(10)
. Além disso, o trabalho em grupo é essencial na atuação da Enfermagem.
Trabalhar em equipe demanda elementos como confiança, comunicação, respeito mútuo, reconhecimento do trabalho do
outro e colaboração
(15)
, o que foi possível incitar nas vivências dos estudantes no decorrer das atividades realizadas. No
entanto, também surgiram alguns conflitos decorrentes de divergências de condutas e de opiniões, os quais também foram
fonte de aprendizagem para todos gerirem tais situações que, se não forem bem administradas, poderão impor barreiras ao
trabalho em equipe colaborativo
(15)
, na atuação do futuro enfermeiro.
O uso de metodologias ativas demandou intenso trabalho, envolvimento e despertar da criatividade por parte de estudantes e
docentes na elaboração e execução das atividades. Mas, em contrapartida, proporcionou maior satisfação para educadores-
educandos e educandos-educadores, bem como estímulo para continuidade do uso de tais ferramentas na formação
profissional. Também ficou evidente para as docentes, a necessidade de manter um planejamento adequado na elaboração
das aulas, relacionando teoria e prática na Enfermagem, considerando o conhecimento prévio dos estudantes sobre as
temáticas propostas.
A adoção de uma atitude favorável para a aprendizagem requer postura do docente, a fim de permitir associações contrárias à
aprendizagem mecânica, em que não se estabelece relações entre o novo e o anteriormente aprendido
(11,16)
, sem relacionar a
prática com a teoria. Pensando nisso, as docentes buscaram realizar as atividades integrativas e lúdicas, que permitiram
reflexão dos estudantes, valorizando o seu conhecimento prévio sobre as temáticas estudadas, com correlação entre teoria e
prática na Enfermagem. As docentes, mesmo após o uso das metodologias ativas em todas as aulas propostas no decorrer do
semestre, não excluíram a aula expositiva dialógica, que não pode por si só ser considerada como estratégia da educação
bancária, pois, se por um lado há aulas nas quais o docente tenta transferir conhecimentos, por outro há aquelas aulas em que
os estudantes são desafiados a compreenderem um tema, estudar e criticar sobre ele
(12)
.
É fato que ousar e optar pela utilização de metodologias ativas demanda maior tempo de preparo para elaborar as atividades e
provoca certa insegurança, pois a sequência de eventos de uma aula não é controlada pelo docente, mas segue os caminhos
das leituras prévias e do pensamento dos estudantes. Tal situação impõe desafios ao docente, mas se transforma em algo
prazeroso e divertido
(9)
. Vale destacar que as autoras, no decorrer da formação docente, buscaram estratégias criativas para o
emprego de metodologias ativas no processo ensino-aprendizagem, mesmo sem incentivo e educação continuada específica a
respeito no espaço universitário.
Cabe a ressalva que, ao término dos dois componentes curriculares, as docentes realizaram uma roda de conversa para
verificar a opinião dos estudantes sobre a utilização das metodologias ativas no decorrer do semestre, sendo avaliado de
maneira satisfatória e positiva, com incentivo para continuidade de novas práticas na formação do enfermeiro. Essa avaliação