rough and ready formula

简明释义

近似公式

英英释义

例句

1.The teacher provided a rough and ready formula for calculating the area of irregular shapes.

老师提供了一个粗略而简单的公式来计算不规则形状的面积。

2.For the initial phase, a rough and ready formula is sufficient to guide our decisions.

在初始阶段，一个粗略而简单的公式足以指导我们的决策。

3.In our project, we used a rough and ready formula to estimate costs quickly.

在我们的项目中，我们使用了一个粗略而简单的公式来快速估算成本。

4.The engineer suggested a rough and ready formula to quickly assess the load capacity of the structure.

工程师建议使用一个粗略而简单的公式来快速评估结构的承载能力。

5.When time is limited, a rough and ready formula can help you make quick estimates.

当时间有限时，一个粗略而简单的公式可以帮助你快速做出估算。

作文

In our daily lives, we often encounter complex problems that require quick solutions. In such situations, a rough and ready formula can be incredibly useful. This term refers to a method or approach that is not perfect but is sufficient for immediate needs. It’s a practical solution that allows us to move forward without getting bogged down by excessive details or perfectionism. For instance, consider the world of business. Entrepreneurs frequently face challenges that demand swift decision-making. They may not have the luxury of time to conduct extensive research or analysis. Instead, they rely on their instincts and experience, creating a rough and ready formula that helps them navigate through uncertainty.One area where this approach shines is in project management. When leading a team, there are countless variables at play, from budget constraints to team dynamics. A project manager might not have all the data needed to make a fully informed decision. However, by applying a rough and ready formula, they can make educated guesses based on past experiences and available information. This allows the project to continue moving forward, rather than stalling while waiting for perfect data.Moreover, in the field of education, teachers often utilize rough and ready formulas to engage students. For example, when introducing a new concept, a teacher might use simplified examples that capture the essence of the topic without delving into intricate details. This method helps students grasp fundamental ideas quickly, enabling them to build upon that knowledge later. However, it is essential to recognize the limitations of a rough and ready formula. While it provides immediate solutions, it may not always yield the best long-term outcomes. For instance, in scientific research, relying solely on a rough and ready formula could lead to inaccurate conclusions or flawed experiments. Therefore, it is crucial to balance the need for quick solutions with the necessity for thorough analysis in contexts where precision is paramount.In conclusion, a rough and ready formula serves as a valuable tool in various aspects of life, especially when time is of the essence. It allows individuals to tackle challenges head-on without becoming paralyzed by the quest for perfection. Whether in business, education, or other fields, embracing this pragmatic approach can lead to effective problem-solving and progress. Nevertheless, it is vital to remain aware of its limitations and to seek more detailed methods when the situation demands it. By doing so, we can harness the benefits of both quick and thorough approaches, ensuring that we are prepared for whatever challenges lie ahead.

在我们的日常生活中，我们经常会遇到需要快速解决的复杂问题。在这种情况下，粗略而迅速的公式可能非常有用。这个术语指的是一种方法或途径，它并不完美，但足以满足即时需求。这是一种实用的解决方案，使我们能够在不被过多细节或完美主义所困扰的情况下向前推进。例如，考虑一下商业领域。企业家经常面临需要迅速决策的挑战。他们可能没有时间进行广泛的研究或分析。相反，他们依赖直觉和经验，创造出一个粗略而迅速的公式，帮助他们在不确定性中导航。这种方法在项目管理中表现得尤为突出。当领导一个团队时，许多变量在起作用，从预算限制到团队动态。项目经理可能没有所有的数据来做出全面的信息决定。然而，通过应用粗略而迅速的公式，他们可以根据过去的经验和可用信息做出合理的猜测。这使得项目能够继续向前推进，而不是在等待完美数据时停滞不前。此外，在教育领域，教师经常利用粗略而迅速的公式来吸引学生。例如，在介绍一个新概念时，教师可能会使用简化的例子来捕捉主题的本质，而不深入复杂的细节。这种方法帮助学生迅速掌握基本思想，使他们能够在此基础上进一步学习。然而，认识到粗略而迅速的公式的局限性是至关重要的。虽然它提供了即时解决方案，但可能并不总能产生最佳的长期结果。例如，在科学研究中，单靠粗略而迅速的公式可能导致不准确的结论或有缺陷的实验。因此，在需要精确度的情况下，平衡快速解决方案的需求与彻底分析的必要性是至关重要的。总之，粗略而迅速的公式在生活的各个方面都作为一种有价值的工具，尤其是在时间紧迫时。它使个人能够直面挑战，而不被追求完美的过程所瘫痪。无论是在商业、教育还是其他领域，接受这种务实的方法都可以带来有效的问题解决和进步。然而，仍然需要意识到其局限性，并在情况要求时寻求更详细的方法。通过这样做，我们可以充分利用快速和全面方法的优点，确保我们为未来的挑战做好准备。