Describe the intersection of the graphs of x² + z² = 4 and y = 2. A) circle of radius 4 with centre at (0, 2, 0) in the plane z = 2 B) circle of radius 2 with centre at (0, 2, 0) in the plane y = 2 C) circle of radius 2 with centre at (0, -2, 0) in the plane y = -2 D) circle of radius 2 with centre at (1, 2, 1) in the plane y = 2 E) circle of radius with centre at (0, 2, 0) in the plane y = 2

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The Answer of Describe the intersection of the graphs of x² + z² = 4 and y = 2. A) circle of radius 4 with centre at (0, 2, 0) in the plane z = 2 B) circle of radius 2 with centre at (0, 2, 0) in the plane y = 2 C) circle of radius 2 with centre at (0, -2, 0) in the plane y = -2 D) circle of radius 2 with centre at (1, 2, 1) in the plane y = 2 E) circle of radius with centre at (0, 2, 0) in the plane y = 2

Describe the Intersection of the Graphs of X2 + Z2

Describe the Intersection of the Graphs of X² + Z²