查询词典 triangular numbers
- 与 triangular numbers 相关的网络解释 [注:此内容来源于网络,仅供参考]
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Nuremberg rallies:堡集会
Numbers > / > | Nuremberg rallies 堡集会 | Nuremberg Trials 堡审判
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They can turn on a dime and charge:它们可能会突然转向然后攻击
Buffalo herded in large numbers are easily alarmed.|大群的... | They can turn on a dime and charge.|它们可能会突然转向然后攻击 | The buffalo have no idea how cunning their pursuers are...|野牛不知道这些...
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compensated operational amplifier:补偿运算放大器
sociably 和蔼可亲地, 善于应酬地 | compensated operational amplifier 补偿运算放大器 | signed numbers 有正负号码
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first transfinite ordinal numbers:第一超限序数
首项 first term | 第一超限序数 first transfinite ordinal numbers | 初级变分;一次变分 first variation
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PSN:Packet Switch Node:分组交换节点
pseudotarget 虚拟目标 | PSN:Packet Switch Node 分组交换节点 | PSN:Processor Serial numbers 处理器序列号
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rectangular parallel coordinates:直角坐标(系)
rectangular numbers 矩形 | rectangular parallel coordinates 直角坐标(系) | rectangular parallelopiped 长方体
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parent-child linkage:父子类连接 親子結合
■ parcel identification numbers 地块标识号 区画識別番号 | ■ parent-child linkage 父子类连接 親子結合 | ■ participation factor 参与系数 刺激係数
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a peace-loving people:热爱和平的民族
让中国人民富裕起来 bring prosperity to the Chinese people | 热爱和平的民族 a peace-loving people | 人才辈出、人尽其才 capable people come forth in great numbers and put their talents to best use
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A minimum Property of the Pedal Triangle:(垂足三角形的極小值性質)
4. Incommensurable Segments and Irrational Numbers(不可公度量之... | 5. A minimum Property of the Pedal Triangle(垂足三角形的極小值性質) | 6. A Second Proof of the Same Minimum Property((承上)極小值性質...
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Place Value and Benchmarks:位值与基准
Making Sense with Numbers 理解数字的含义 | Place Value and Benchmarks 位值与基准 | Imagine That! 想象一下!
- 相关中文对照歌词
- Numbers
- God In The Numbers
- Numbers
- Numbers
- Numbers In Action
- Welcome To The North
- Strength In Numbers
- When Numbers Get Serious
- Dirty Deeds
- Murder By Numbers
- 推荐网络解释
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Camphorwood:香樟
camphor oil 樟脑油 | camphorwood 香樟 | camp process 水泥保护木柱法
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platinum resistance thermometer sensor:铂热电阻
plateau,平台;坪 | platinum resistance thermometer sensor,铂热电阻 | playback apparatus,回放仪
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Scottish Enlightenment:苏格兰启蒙运动
亚当.斯密(1723-1790)是古典经济学派的领袖人物,他是苏格兰启蒙运动(Scottish Enlightenment)的重要人物,也是经济学的少数几个奠基人之一. 在>这本简明扼要的书中,他把历史学家和同时代的其他作者关于解释经济如何运行和如何发展的资料和观点进行了整合.