y=arctan根号下(x+1),dy=

2025-06-28 05:31:48
推荐回答(3个)
回答1:


请采纳

回答2:

y=arctan√(x+1)
y'=[arctan√(x+1)]'
=[1/(1+x+1)]·[√(x+1)]'
=[1/(x+2)]·½(x+1)'/√(x+1)
=[1/(x+2)]·½/√(x+1)
=1/[2(x+2)√(x+1)]
dy=dx/[2(x+2)√(x+1)]

回答3:

百度是最好的老师