9.2 Calculus et parimetric curvas
It
(་
=
dy, dx
dx dt
Jy
dt
dx
JF
g(x) = y(x(t))
dx
Horizontal asymptotos: by 14=0 & 14
Vertical asymptotos:
dx
َن = ظل
Ex. Find un eq
+cos (f)
x=
=
ege of
of in
tangent line to the curva
y=
4=
fsin (+)
at t=t
Ли
*. cost++(-sint) by y sint + tuost
by rint & trasf
it cost - Agint
y-o = M (x+x)
y(x)=7x+12
The second Deriv.
d²y
Jx 2 = j j
[4]
H
xx
it
[]
dx
If
t
이
=π
It
(་
=
dy, dx
dx dt
Jy
dt
dx
JF
g(x) = y(x(t))
dx
Horizontal asymptotos: by 14=0 & 14
Vertical asymptotos:
dx
َن = ظل
Ex. Find un eq
+cos (f)
x=
=
ege of
of in
tangent line to the curva
y=
4=
fsin (+)
at t=t
Ли
*. cost++(-sint) by y sint + tuost
by rint & trasf
it cost - Agint
y-o = M (x+x)
y(x)=7x+12
The second Deriv.
d²y
Jx 2 = j j
[4]
H
xx
it
[]
dx
If
t
이
=π
