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The cylinder
x2+y2=16
cut off an ellipse from the plane
x+2y+2z=12
The projection of the ellipse in the x-y plane is given by the circle:x2+y2≤16
with radius R=4
and area A=πR2=16.
The ratio between the area of the circle and the area of the ellipse is given by the cosαcosα, αα being the angle between the normal to the plane and the zz axis.
Thus: normal to the plane: n⃗ (1,2,2)⟹cosα=23n.
The area of a quarter of ellipse is thus:
The area of a quarter of ellipse is thus:S=3/2⋅4π=6π
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