时间:2018-12-09 作者:英语课 分类:麻省理工学院公开课:单变量微积分


英语课

  分集介绍:三角函数的历史起源是几何,但是,大师欧拉用分析的办法,得到了正弦函数、余弦函数的又一个定义方法——无穷级数和。课上,教授向我们讲解了如何把某类函数展开成为一个无穷级数,所用的办法证实大名鼎鼎的“泰勒公式”。毫无疑问,通过本课的学习,你将感受到分析的强大威力。












标签: 微积分 公开课
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access scheme
adverse impact
anemo-
antiskid surface
assumes no responsibility
Bacillus I.II
Balanchine
banalit
binzuke
bottlemaker
burst period
bury the tomahawk
camilles
centenarial
cloudsplitter
clovershrub
consensus mobilization
cross recessed raised countersunk oval head screw
cube corner reflector
dactylispa chujoi
data acquisition and recording
deguming
Dendrobium goldschmidtianum
development length
dicyandiamide
didymosporous
doutry
end setting
energy-saving pressure sensitive adhesive tape
finding list
flowret
fuel temperature coefficient
Gaggiano
gaytard
gig lamp
holed
homolodromia kai
horizontal tab
house of national education
hydroxy ethyl starch
in for trouble
inchalik
induced moving magnet instrument
inner bottom strengthened
intensified firing
isolating gap
JSTR (jet stream)
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kinmen
land navigation
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low altitude coverage radar
macadamia integrifolias
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nelumbinis semen
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par list
peak white detector
peucetia formosensis
plantago ovata Forskal
plause
power domain
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railway nationalization
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random vibration test
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roll running without feed
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shadow method of height determination
simplest
sitting-out
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soft agar
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supporting arms swab
surface chart shape
sweet mash
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system literal
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topped off
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vinyl tile
wealden age
wrap around lease