asymptote信息详情
n.[数]渐近线
asymptotes───n.[数]渐近线
asymptotic───adj.渐近的；渐近线的
aptote───阿普托特
asymptomatic───adj.无症状的
asymptotical───adj.渐近线的
asystole───n.[内科]心搏停止（等于asystolia）
symploce───合欢
symptom───n.[临床]症状；征兆
symptoms───n.[临床]症状；症候；病徵
A hyperbola approaches but does not meet its asymptote.───双曲线逐渐接近它的渐近线但不相交。
You need to find vertical asymptote first.───你需要先找到垂直渐进线。
Asymptote - design, architecture and research practice based in New York.───渐近-设计，建筑和研究实践总部设在纽约。
Asymptote's design features two towers with a terminal hall suspended between them.───渐近线设计的特点是两座塔间延展的终端展堂。
The low value appears to be an asymptote; further reductions in toughness do not occur in thicker plates.───低值看来是一个渐近值，在更厚的板中韧性值不会进一步减小。
Not really. I feel somewhat like an inverse tangent function that's approached an asymptote.───不太好。感觉像是反正切曲线接近渐近线了。
Here's a proposal by Asymptote Architecture for a port terminal in the city of Kaohsiung, Taiwan.───图为台湾高雄市内一个终端港口码头的渐近线设计方案。
What part of an inverse tangent function approaching an asymptote don't you understand?───反正切曲线接近渐近线哪个字你不明白啊？
The port terminal as envisioned by Asymptote is designed to invigorate and activate Kaohsiung's city edge at the water.───预设成渐近线式的港口码头，其设计旨在振兴和激活高雄市临水的城市边缘。
Asymptote - design, architecture and research practice based in New York.
An asymptote is a line or curve that approaches a given curve arbitrarily closely.
Asymptote, which is infinitely close to but not an intersection of the line.
He and the design firm Asymptote collaborated on the space. It has already won two awards.
A hyperbola approaches but does not meet its asymptote.
Firstly, the relationship and its asymptote between force and displacement of the steel plate damper are deduced under monotonic loading.
The port terminal as envisioned by Asymptote is designed to invigorate and activate Kaohsiung's city edge at the water.
This article elaborates the solution of asymptote of rational function curve, pointing out both the common way of finding limit value and the elementary way.
A new method on seeking asymptote is given by applying the relation between secant and asymptote, this method is helpful to train creativity of students.