(2) Find the aquation of the plane which pass es through the points (1,0, -1); (0,2,3)...

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(2) Find the aquation of the plane which pass es through the points (1,0, -1); (0,2,3) and (0.0,5) in R²³₂ (3) Consider the set : R = {(r₁0) | 2 <r <3, = < 0 ² ² VT Draw R in the plane (r, 0), describe R in Cartesian Coordinates x=r cos 0, y = r sind, and draw R in the (x, y) plane. 4 Describe the surface z = x² + y² Rn cylindrical Coordinates (Simplify it's expression. if possible.) (2) Find the aquation of the plane which pass es through the points (1,0, -1); (0,2,3) and (0.0,5) in R²³₂ (3) Consider the set : R = {(r₁0) | 2 <r <3, = < 0 ² ² VT Draw R in the plane (r, 0), describe R in Cartesian Coordinates x=r cos 0, y = r sind, and draw R in the (x, y) plane. 4 Describe the surface z = x² + y² Rn cylindrical Coordinates (Simplify it's expression. if possible.) (2) Find the aquation of the plane which pass es through the points (1,0, -1); (0,2,3) and (0.0,5) in R²³₂ (3) Consider the set : R = {(r₁0) | 2 <r <3, = < 0 ² ² VT Draw R in the plane (r, 0), describe R in Cartesian Coordinates x=r cos 0, y = r sind, and draw R in the (x, y) plane. 4 Describe the surface z = x² + y² Rn cylindrical Coordinates (Simplify it's expression. if possible.) (2) Find the aquation of the plane which pass es through the points (1,0, -1); (0,2,3) and (0.0,5) in R²³₂ (3) Consider the set : R = {(r₁0) | 2 <r <3, = < 0 ² ² VT Draw R in the plane (r, 0), describe R in Cartesian Coordinates x=r cos 0, y = r sind, and draw R in the (x, y) plane. 4 Describe the surface z = x² + y² Rn cylindrical Coordinates (Simplify it's expression. if possible.)