Identify the quadric surface by name. Find and describe the xy-, xz-, and yz-traces, when they exist.
--9 - 9
+
= 9
A) Ellipsoid; xy-trace: -9x2 - 9y2 = 9 (circle) ; xz-trace: z2 - 9 x2 = 9 (ellipse) ; yz-trace: z2 - 9 y2 = 9 (ellipse)
B) Hyperboloid of two sheets; xy-trace: -9x2 - 9y2 = 9(circle) ; xz-trace: z2 - 9 x2 = 9 (hyperbola) ; yz-trace: z2 - 9 y2 = 9 (hyperbola)
C) Hyperboloid of two sheets; xz-trace: z2 - 9 x2 = 9 (hyperbola) ; yz-trace: z2 - 9 y2 = 9(hyperbola)
D) Hyperboloid of one sheet; xy-trace: -9x2 - 9y2 = 9 (circle) ; xz-trace: z2 - 9 y2 = 9 (hyperbola) ; yz-trace: z2 - 9y2 = 9 (hyperbola)
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