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x in polar form
rcostheta
y in polar form
rsintheta
(y-k)2 =4a(x-h)
parabola that opens right
(y-k)2 =-4a(x-h)
parabola that opens left
(x-h)2 =4a(y-k)
parabola that opens up
(x-h)2 =-4a(y-k)
parabola that opens down
a2 =b2 +c2
components of ellipse
c2 =a2 +c2
components of hyperbola
y=(b/a)x
asymptote of hyperbola with transverse along x
y=(a/b)x
asymptote of hyperbola with transverse along y
r=ep/1+ecostheta
directrix perpendicular, p units to the right
r=ep/1-ecostheta
directrix perpendicular, p units to the left
r=ep/1+esintheta
directrix parallel, p units above
r=ep/1-esintheta
directrix parallel, p units below
B2 -4AC=0
parabola
B2 -4AC<0
Ellipse
B2 -4AC>0
Hyperbola
x’cos-y’sin
rotation for x
x’sin+y’cos
rotation for y
32ft/sec2 ; 9.8m/sec2
g constant of acceleration
c/a
eccentricity