multiplicate
简明释义
英[ˈmʌltɪplɪkeɪt]美[ˈmʌltəplɪˌkeɪt]
adj. 多种的;多重的
英英释义
增加或乘以数量或金额。 | |
执行乘法运算的数学操作。 |
单词用法
乘以 | |
对数字进行乘法运算 | |
倍增效果 | |
两个数字相乘 | |
倍增因子 | |
倍增结果 |
同义词
反义词
除 | 将总数除以四可以得到平均值。 | ||
减少 | 该公司旨在减少其碳足迹。 |
例句
1.It could be applied in measuring many liquid media in industrial field, which could meet requirement of user farthest, in particular suitable for multiplicate equipments.
该产品能够最大限度的满足工业范围内多种流体介质的测量要求,适用于与各种测量控制设备配套使用。
2.In the end, we have a review and summarization of this article, and raise a new hypothesis of the Test and Control System based on the multiplicate Fieldbus.
最后,本文对课题进行了回顾和总结,并对现场总线实验室中多现场总线测控系统的进一步研究的思路做了探索性分析。
3.My report was typed in multiplicate.
我的报告打了好几个副本。
4.The conventional measures of anti-jamming are not effective, as a result of multiplicate jamming existing in the complex jamming environment.
由于复合干扰环境存在多种干扰方式,传统的抗干扰方法不是十分有效。
5.If your MS we calculated in 1 exceeds 415 you have to multiplicate this by 0.8 and add 83.
如果你的移速超过415那么接下来在增加移速的时候就要乘以0。
6.Osteopontin is a multifunctional phosphoglycoprotein. It not only distribute widely in normal tissues such as bone tissues, but also has over expression in multiplicate tumor tissues.
骨桥蛋白是一种具有多种功能的磷酸化糖蛋白,不仅广泛分布于骨基质等正常组织细胞中,而且在许多肿瘤组织中都过量表达。
7.In mathematics, we often need to multiplicate 相乘 large numbers quickly.
在数学中,我们经常需要快速地相乘大数字。
8.The teacher asked the students to multiplicate 相乘 the fractions for practice.
老师让学生们练习相乘分数。
9.When you multiplicate 相乘 two negative numbers, the result is positive.
当你相乘两个负数时,结果是正数。
10.To find the area of a rectangle, you need to multiplicate 相乘 its length by its width.
要找出矩形的面积,你需要将它的长度和宽度相乘。
11.He struggled to multiplicate 相乘 the decimals in his head.
他在心算小数时挣扎着相乘。
作文
In mathematics, the concept of multiplication is fundamental. It serves as a building block for more complex operations and is essential in various fields, including science, engineering, and finance. The term ‘multiplicate’ refers to the process of multiplying numbers together to achieve a product. When we think about how to effectively use this operation, it becomes clear that understanding the principles behind it can greatly enhance our problem-solving skills. For instance, consider a simple scenario where you need to calculate the total cost of multiple items. If each item costs $5 and you want to buy 4 of them, you would use the operation of multiplication: 5 (the cost of one item) × 4 (the number of items) = 20. In this case, you have effectively used the term multiplicate, which in Chinese means 乘法, to find the total amount spent. However, multiplication is not limited to just whole numbers. It extends to fractions, decimals, and even negative numbers. This versatility is what makes the operation so powerful. For example, if you were to multiply 0.5 by 8, you would still apply the same principle of multiplicate, resulting in 4. Understanding how to manipulate these different types of numbers allows us to tackle a wide range of mathematical problems with confidence. Moreover, the concept of multiplicate can also be applied in real-life situations beyond mere calculations. For instance, in project management, if a team can complete 3 tasks in one week, then in 4 weeks, they could potentially multiplicate their output to 12 tasks, assuming the same level of productivity is maintained. This ability to estimate and forecast outcomes based on multiplication is invaluable in strategic planning. Additionally, the principle of multiplicate can be seen in nature and everyday life. For example, if you plant one tree and it produces 10 seeds each year, after 3 years, you could multiplicate that growth to predict that you will have 30 new trees, assuming all seeds grow successfully. This illustrates how multiplication helps us understand growth patterns and make predictions based on existing data. In conclusion, the operation of multiplicate is not just a mathematical function; it is a vital skill that permeates many aspects of our lives. Whether we are calculating expenses, managing projects, or observing natural phenomena, the ability to multiply can lead to better decision-making and enhanced understanding. By grasping the concept of multiplicate and applying it effectively, we can improve our analytical skills and approach challenges with a more informed perspective. As we continue to learn and grow, let us remember the importance of this fundamental operation and its wide-ranging applications in both academic and real-world contexts.
在数学中,乘法的概念是基础性的。它作为更复杂运算的构建块,对于科学、工程和金融等多个领域至关重要。“multiplicate”这个术语指的是将数字相乘以获得一个乘积的过程。当我们思考如何有效地使用这一运算时,显然理解其背后的原则可以极大地增强我们的解决问题的能力。 例如,考虑一个简单的场景,你需要计算多件物品的总成本。如果每件物品的价格是5美元,而你想购买4件,那么你就会使用乘法运算:5(单件物品的价格)× 4(物品数量)= 20。在这种情况下,你有效地使用了术语multiplicate,其中文意思是乘法,来找出总支出。 然而,乘法不仅限于整数。它扩展到分数、小数甚至负数。这种多功能性使得这一运算变得非常强大。例如,如果你要将0.5乘以8,你仍然会应用相同的multiplicate原理,结果为4。理解如何操作这些不同类型的数字使我们能够自信地处理各种数学问题。 此外,multiplicate的概念也可以应用于生活中的实际情况。例如,在项目管理中,如果一个团队能在一周内完成3个任务,那么在4周内,他们可能会根据同样的生产力multiplicate他们的产出到12个任务。这种基于乘法的估算和预测结果的能力在战略规划中是无价的。 另外,multiplicate的原则也可以在自然和日常生活中看到。例如,如果你种下一棵树,它每年产生10颗种子,那么3年后,假设所有种子都成功生长,你可以multiplicate这种增长来预测你将拥有30棵新树。这说明乘法帮助我们理解生长模式并基于现有数据做出预测。 总之,操作multiplicate不仅仅是一个数学功能;它是一项重要技能,渗透到我们生活的许多方面。无论我们是在计算开支、管理项目还是观察自然现象,乘法的能力都能带来更好的决策和更深入的理解。通过掌握multiplicate的概念并有效应用,我们可以提高我们的分析能力,以更明智的视角应对挑战。在我们继续学习和成长的过程中,让我们记住这一基本运算的重要性及其在学术和现实世界中的广泛应用。
文章标题:multiplicate的意思是什么
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