A、z=f(x,y)在點(x0,y0)處可微,則f(x,y)在點(x0,y0)處連續(xù) B、z=f(x,y)在點(x0,y0)處可微,則f(x,y)在點(x0,y0)處可導(dǎo) C、z=f(x,y)在點(x0,y0)處可導(dǎo),則f(x,y)在點(x0,y0)處可微 D、z=f(x,y)在點(x0,y0)處偏導(dǎo)數(shù)連續(xù),則f(x,y)在點(x0,y0)處連續(xù)
A、連續(xù) B、偏導(dǎo)數(shù)存在 C、偏導(dǎo)數(shù)連續(xù) D、切平面存在
A、y=sinx+cosx+C1x+C2 B、y=-sinx-cosx+C1x+C2 C、y=sinx-cosx+C1x+C2 D、y=-sinx+cosx+C1x+2