Tomar decisões é um problema para você?
A palavra decisão vem do latim e é formada por dois radicais: de, que significa interromper; e caedere, que significa cortar. Logo, decisão significa “parar de cortar” ou “deixar fluir”.
A decisão só existe quando há um problema e mais de uma opção de escolha para o mesmo. É importante identificarmos os problemas, que nem sempre os são, e em muitos casos são oportunidades disfarçadas, mas que exigirão também decisões bem estruturadas.
Frente ao problema, sempre temos a opção de tomar ou não uma decisão, mesmo quando existe apenas uma única alternativa, temos uma decisão a tomar: escolher e colocar em prática esta alternativa ou não.
Tomamos decisões diariamente em todos os níveis de nossas vidas, sejam elas, corriqueiras, pouco complexas e também aquelas que terão grande impacto e repercussão em nosso futuro. Tanto em nossa vida pessoal quanto na profissional, diversas alternativas nos são oferecidas para serem escolhidas a cada momento, sendo que muitas vezes nem nos damos conta de que estamos decidindo e qual a importância desta atitude.
Será que sempre tomamos as decisões mais acertadas? Na maioria das vezes não nos é possível responder a esta pergunta, vez que nem sempre sabemos qual seria o resultado da opção descartada, restando apenas o resultado da opção escolhida e executada, desta forma, não é possível fazermos comparações embasadas.
Tomar uma decisão nem sempre é um ato simples e rápido. Já reparou como é comum encontrarmos pessoas e até mesmo empresas que enfrentam dificuldades no momento de fazer uma escolha?
Visando nos auxiliar nas tomadas de decisão, com diversos níveis de complexidade, existem técnicas e sistemas que preparam o decisor para esta tarefa. Numa organização isso se torna mais complexo, pois as decisões afetarão diretamente empregados, acionistas, subordinados, chefes, clientes e fornecedores. Assim, é fundamental conhecermos quais são as variáveis.
Para que possamos decidir é necessário elaborarmos alternativas para que possam ser analisadas. Tanto em sua elaboração, quanto em sua análise, a informação será fundamental para uma decisão embasada e eficaz. É fundamental o cuidado com a qualidade das informações, pois referências erradas podem comprometer o resultado e um excesso de informações sem qualidade pode inviabilizar o processo decisório.
Alguns ainda não perceberam, mas a tomada de decisão pode gerar perda de tempo e dinheiro, principalmente no ambiente corporativo. Diante disso, não temos como apontar um único responsável por tornar as escolhas mais difíceis, pois existem inúmeros fatores que podem travar o processo.
Destaco aqui, os fatores mais comuns que emperram a tomada de decisão em algumas organizações, para que em uma próxima oportunidade você tenha consciência e condições de lidar com essas questões com maior facilidade.
Falta de autonomia para decidir -> Alguns líderes, empresas ou processos, simplesmente não concedem a autonomia necessária para que as pessoas tomem suas próprias decisões. Essa regra pode ter como função, controlar riscos, gerenciar mais de perto processos ou pelo simples fato do “ego grande” e concentração de poder de algum gestor. Alguns líderes não querem/ aceitam conviver com a ideia de que alguém tome a decisão por eles.
Falta de coragem para decidir -> Algumas pessoas possuem autonomia para tomar decisões, mas não conseguem obter coragem para decidir por si próprios. Recorrem e contam com a ajuda de outros para compartilhar a decisão (e inconscientemente a responsabilidade), que é uma forma de remediar sua dificuldade, porém, nesses casos, o ato de decidir acaba se arrastando por muito tempo.
Excesso de opções -> Quão maiores forem as opções, informações e conteúdo, mais difícil será a decisão. Considere que: você fará a reforma da cozinha de sua casa e solicita orçamento a cinco empresas, sua decisão será mais demorada do que se você colhesse apenas três orçamentos. Quanto mais opções, maiores as dúvidas geradas. Limitar suas opções é um fator estratégico e de bom senso para a decisão acontecer com maior agilidade.
Necessidade de brilho pessoal (EGO) -> Algumas decisões não são tomadas devido ao fato de que o “responsável”, aquele que pode decidir, prefere que todos reflitam sobre o assunto, batam cabeça, façam inúmeras reuniões, levantamentos e gastem muito tempo e dinheiro. Sendo que, no dia da conjunção astral do “super decisor”, ele surge com a solução mágica, que provavelmente, ele já sabia desde o início. Isso lhe soa familiar? Já vivenciou esse cenário?
Falta da gestão de “milestones” – (marco) -> Inúmeras decisões não são tomadas simplesmente porque algumas pessoas “esquecem”. Exemplo, você solicita a cotação de preço de um insumo, naturalmente, vai recebendo as propostas por e-mail ao longo dos dias e vai seguindo a vida em frente, mantendo o monitoramento das etapas até a tomada da decisão. Algumas pessoas se “esquecem” do que pedem e a quem, pela ausência de organização e método. Diante da falta de “urgência”, vão postergando o assunto e a decisão não é tomada. Sugestão: defina para cada tarefa, o prazo limite para cada etapa envolvida no processo e o “dead line” para a decisão. Tal fato contribui para limitar o tempo e, por consequência, realizá-la.
Preguiça -> Fator conhecido, que comumente ocorre e já vivenciado por muitos de nós em algum momento. A preguiça pode fazer com que posterguemos a decisão, deixando para depois e, em muitos casos, ela não é tomada. Não se esqueça que, não tomar nenhuma decisão, já é uma decisão: a de negligenciar.
Conflitos observados em algumas organizações:
Decisões que merecem especial atenção e cuidado nas organizações são as estratégicas, por envolverem diversos fatores, serem de grande importância e atingirem diversas pessoas por um longo período e que podem gerar conflitos internos. São dois os tipos de conflitos possíveis de ocorrer: individuais e organizacionais.
Conflitos individuais são os de foro íntimo e pessoal do indivíduo. Isso ocorre quando o indivíduo não identifica uma alternativa plausível e satisfatória. Tal conflito se apresenta nas formas de: inaceitabilidade, onde as probabilidades são conhecidas, mas nenhuma é aceita como satisfatória; incomparabilidade, onde são conhecidas as probabilidades, mas nenhuma se apresenta melhor do que a outra, e na incerteza, onde não são conhecidas as probabilidades das alternativas.
Só haverá conflito organizacional se for muito baixo o nível dos conflitos individuais. Deve-se ao fato de que se um indivíduo não possui uma posição firme, uma decisão clara, firme e embasada, não irá entrar em conflito com os outros integrantes do processo. Esse conflito só ocorrerá onde houver decisões coletivas ou grupais, onde seus integrantes possuírem pontos de vista e objetivos diferentes. Para que este tipo de conflito possa ser resolvido, três processos podem ocorrer: de persuasão, de negociação e o de coalizão. Em todos eles, alguns indivíduos terão que ceder em parte e se adaptar às decisões conjuntas.
Frente às decisões e soluções possíveis de serem tomadas, tanto por altos executivos, como por pessoas sem cargos de decisão, é importante ter em mente que, os resultados a serem atingidos, a consciência de que as decisões tomadas são meras ferramentas e que a atitude de tomar a decisão, não gera automaticamente os resultados nem a certeza da escolha tomada ser a “certa”.
<figure data-imgsrc="data:image/jpeg;base64,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