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隱函數(shù),y=e的x+y次冪怎么求導(dǎo)
隱函數(shù),y=e的x+y次冪怎么求導(dǎo)
y=e^x+y
x^3+y^3+cos(x+y)=0
ln根號(hào)下x^2+y^2 -arctany/x=2
xcosy=sin(x+y)
cos(x^2y)=x
這五道題怎么求導(dǎo),都是高數(shù)中的隱函數(shù)求導(dǎo)。
y'=y/1-y
y'=3x^2-sin(x+y)/sin(x+y)-3y^2
y'=y+x/x-y
y'=cosy-cos(x+y)/cos(x+y)+xsiny
y'=- 1-2xysin(x^2*y)/x^2*sin(x^2*y)
y=e^x+y
x^3+y^3+cos(x+y)=0
ln根號(hào)下x^2+y^2 -arctany/x=2
xcosy=sin(x+y)
cos(x^2y)=x
這五道題怎么求導(dǎo),都是高數(shù)中的隱函數(shù)求導(dǎo)。
y'=y/1-y
y'=3x^2-sin(x+y)/sin(x+y)-3y^2
y'=y+x/x-y
y'=cosy-cos(x+y)/cos(x+y)+xsiny
y'=- 1-2xysin(x^2*y)/x^2*sin(x^2*y)
數(shù)學(xué)人氣:709 ℃時(shí)間:2020-01-26 04:24:02
優(yōu)質(zhì)解答
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