设x=cost y=tcost-sint,求d^2y⼀dx^2

2025-05-10 06:05:30
推荐回答(1个)
回答1:

x=cost
dx/dt = -sint

y=tcost -sint
dy/dt = -tsint

dy/dx = dy/dt /(dx/dt)
= t
d^2y/dx^2= d/dx ( dy/dx)
= 1/(dx/dt)
= -1/sint