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Elliptic Paraboloid
z = 4x² + y²
stretches along the variable that isn’t squared
looks like a bowl
Ellipsoid
x² + y²/9 + z²/4 = 1
x,y, and z are squared
all addition
not equal to 0
“easy” shape
looks like a ball
Hyperboloid of one sheet
x²/4 + y² - z²/4 = 1
x,y, and z are squared
2(+)
1(-) —> this is the axis it stretches on
looks like an hourglass
Cone
y² = x² + z²/4 —> x² - y² + z²/4 = 0
2(+)
1(-) —> this is the axis it stretches on
looks like a cone
Hyperboloid of two sheets
z²/9 - x² - y²/9 = 1
2(-)
1(+) —> this is the axis it stretches on
equal to 1
x,y,z are squared
two seperate bowls
Hyperbolic paraboloid
z = y² - x²
variable that isn’t squared is the axis it stretches on
2(+)
1(-)
looks like a Pringle