final angle

简明释义

最终角度;

英英释义

例句

1.In the physics lab, we measured the final angle 最终角度 of the projectile to calculate its trajectory.

在物理实验室，我们测量了抛射物的final angle 最终角度以计算其轨迹。

2.The architect adjusted the design to ensure the final angle 最终角度 of the roof met safety standards.

建筑师调整了设计，以确保屋顶的final angle 最终角度符合安全标准。

3.The photographer adjusted the camera to capture the final angle 最终角度 of the sunset perfectly.

摄影师调整了相机，以完美捕捉日落的final angle 最终角度。

4.The engineer calculated the final angle 最终角度 of the bridge to ensure it could withstand strong winds.

工程师计算了桥的final angle 最终角度以确保它能够承受强风。

5.During the presentation, she explained how the final angle 最终角度 of the sculpture was crucial for its visual impact.

在演示中，她解释了雕塑的final angle 最终角度对其视觉效果的重要性。

作文

In the realm of geometry, the concept of angles is fundamental. Angles can be found in various shapes and forms, each contributing to the overall structure and design of geometric figures. One of the most critical aspects of understanding angles is determining their relationships and how they interact with one another. Among the different types of angles, the final angle (最终角度) holds particular significance, especially when solving complex geometric problems or analyzing shapes. The final angle (最终角度) is often the result of a series of calculations and considerations involving other angles within a figure. For instance, when dealing with polygons, the sum of the interior angles can lead us to calculate the final angle (最终角度) of a specific vertex by subtracting the known angles from the total sum. This process not only enhances our understanding of the geometric figure but also sharpens our problem-solving skills. Moreover, the final angle (最终角度) is essential in real-world applications. Architects and engineers frequently rely on precise angle measurements to ensure stability and aesthetic appeal in their designs. When constructing a building, for example, the final angle (最终角度) of various elements must be calculated accurately to avoid structural issues. A miscalculated final angle (最终角度) could lead to disastrous consequences, emphasizing the importance of mastering this concept. In trigonometry, the final angle (最终角度) becomes even more relevant. It plays a crucial role in determining the sine, cosine, and tangent values of angles, which are foundational in understanding waves, oscillations, and circular motion. The ability to find the final angle (最终角度) in a right triangle, for instance, allows us to apply these trigonometric functions effectively in various scientific fields, including physics and engineering. Additionally, the final angle (最终角度) can be influenced by transformations such as rotation and reflection. Understanding how these transformations affect the final angle (最终角度) of a shape is vital for students studying geometry. It allows them to visualize and predict the outcomes of altering a figure's position or orientation. This skill is particularly useful in computer graphics and animation, where precise angles are necessary to create realistic movements and perspectives. In conclusion, the final angle (最终角度) is a pivotal concept in geometry and its applications. Whether in academic settings or practical scenarios, understanding how to calculate and apply the final angle (最终角度) is crucial for success. As we continue to explore the vast world of mathematics, let us appreciate the role that angles play in shaping our understanding of both theoretical concepts and real-world phenomena. By mastering the final angle (最终角度), we equip ourselves with the tools needed to navigate the complexities of geometry and its applications in our everyday lives.

在几何学的领域中，角的概念是基础。角可以在各种形状和形式中找到，每个角都对几何图形的整体结构和设计贡献着重要的作用。理解角的关系及其相互作用的一个关键方面是确定它们之间的关系。在不同类型的角中，final angle（最终角度）具有特别的重要性，尤其是在解决复杂的几何问题或分析形状时。 final angle（最终角度）通常是通过一系列计算和考虑其他角度而得出的结果。例如，在处理多边形时，内部角度的总和可以帮助我们通过从总和中减去已知角度来计算特定顶点的final angle（最终角度）。这个过程不仅增强了我们对几何图形的理解，还提高了我们的解决问题的能力。 此外，final angle（最终角度）在现实应用中至关重要。建筑师和工程师经常依赖精确的角度测量来确保他们设计的稳定性和美观性。例如，在建造一座建筑时，各个元素的final angle（最终角度）必须准确计算，以避免结构问题。计算错误的final angle（最终角度）可能导致灾难性的后果，这强调了掌握这一概念的重要性。 在三角学中，final angle（最终角度）变得更加相关。它在确定角度的正弦、余弦和正切值中起着至关重要的作用，这些值是理解波动、振荡和圆周运动的基础。例如，在直角三角形中找到final angle（最终角度）的能力使我们能够有效地将这些三角函数应用于包括物理学和工程学在内的各种科学领域。 此外，变换如旋转和反射也会影响final angle（最终角度）。理解这些变换如何影响图形的final angle（最终角度）对学习几何的学生至关重要。这使他们能够可视化和预测改变图形位置或方向的结果。这一技能在计算机图形和动画中尤为有用，因为创建逼真的运动和透视需要精确的角度。 总之，final angle（最终角度）是几何学及其应用中的一个关键概念。无论是在学术环境还是实际场景中，理解如何计算和应用final angle（最终角度）对于成功至关重要。随着我们继续探索数学的广阔世界，让我们欣赏角在塑造我们对理论概念和现实现象理解中的作用。通过掌握final angle（最终角度），我们为自己装备了应对几何复杂性及其在日常生活中的应用所需的工具。