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Q4. Describe the intersection of the following surfaces a) p = 3, and 3, and the...
MINl Review Problems for CH. 1, 2 and 3 Q) Describe the following surfaces with a...
MINl Review Problems for CH. 1, 2 and 3 Q) Describe the following surfaces with a drawing and determine the type of the coordinate system used: a) x5 b) p 3 c) D 3/2 d)r 2 e) 0 60° Q2) Describe the intersection of surfaces (1) and (2) Surface Surface 2 D 45 z 5 X-2 z 3 D-45 0-60 p-5 r-1 e-60° D-45 p-5 z-5 r 3 D45 Q3) Verify that A (Ax B) 0 B (Ax B) A...
2.31 solution Section 2.5-Constant-Coordinate Surfaces 2.31 Describe the intersection of the following surfaces: (a) * =...
2.31 solution
Section 2.5-Constant-Coordinate Surfaces 2.31 Describe the intersection of the following surfaces: (a) * = 2, y = 5 (b) x = 2, y = -1, z = 10 (c) r = 10, 0 = 30° (d) p = 5, 6 = 40° (e) $ = 60°, z = 10 (f) r = 5, 0 = 90°
Parameterize the following surfaces in R3. Describe if the surface is open or closed. If the surf...
Parameterize the following surfaces in R3. Describe
if the surface is open or closed. If the surface is open, give a
parameterization of its boundary,
6. Parametrize the following surfaces in R3. Describe if the surface is open or closed. If the surface is open, give a parametrization of its boundary (positively oriented). (a) The part of the plane z - 2y 3 inside the cylinder 2 y16 (b) The sphere of radiuscentered at the origin. (c) The part of...
Q4. (5 points). Find the equation of the plane that passes through the line of intersection...
Q4. (5 points). Find the equation of the plane that passes through the line of intersection of the two planes x - 2y = 3 and y- z = 0 and parallel to the line x = y - 1 = 2+1 Q5. (4 points). Find the distance from the point A(1,2,3) and the line 2+1 y-1 2 Q6. (4 points). Give the name and sketch the surface whose equation is given by x2 + 2y2 – 12y – z...
Answer each of the following question about the given the 3-dimensional surfaces x + y² +22...
Answer each of the following question about the given the 3-dimensional surfaces x + y² +22 = 20 and 2 = x² + y². (2 pt) A) What quadric surfaces are represented by these equations? Give any details you can. x² + y2 + z = 20 := x2 + y2 (2 pt) B Make a sketch, nothing fancy just a sketch, of these surfaces and identify the space curve of intersection and describe this space curve in your own...
11. Point P(4,2,3) is on one of the level surfaces of g(x, y, z) = e*+4xy”....
11. Point P(4,2,3) is on one of the level surfaces of g(x, y, z) = e*+4xy”. Write an equation of the plane tangent to this surface at point P. a)5(x-4) - 7(y-2) + 6(2-3) = 0 b)-8(x-4)+12(y-2) - 5(2-3) = 0 c)9(x-4) + 4(y-2) - 5(2-3) - 0 d)16(x-4) + 64(y-2)+(2-3) -0 e) none of these
2. Use a parametric quadratic curve to approximate the intersection curve of the following two surfaces....
2. Use a parametric quadratic curve to approximate the intersection curve of the following two surfaces. 9 P3 P1=[2,0,0] P2=[2,0,4] P3=(0,2,4] h=4 P4={0,2,0] r = 1 pi PP y 12=3
Question (2): (5 Marks) x-1-3-y x-1-6-y:+2 are (A) Determine intersecting or skew. If they intersect, find the point of intersection Given SI: x2-2y2 = 4z2-252 &s2: (0 Show that the tangent p...
Question (2): (5 Marks) x-1-3-y x-1-6-y:+2 are (A) Determine intersecting or skew. If they intersect, find the point of intersection Given SI: x2-2y2 = 4z2-252 &s2: (0 Show that the tangent planes to the two surfaces at P(2,0,-8) are perpendicular. whether the lines parallel, 2-z & 12 Marks] 4x2 +9y2-24. (B) Find the points on Si at which the tangent plane is parallel to the plane x+y+32-5 3 Marks]
Question (2): (5 Marks) x-1-3-y x-1-6-y:+2 are (A) Determine intersecting or...
Find the area of the following surfaces. a) The part of the plane 3z + 2y +z 6 that lies in the f...
Solve c and d Please.
Find the area of the following surfaces. a) The part of the plane 3z + 2y +z 6 that lies in the first octant. b) The part of the cone zVy that lies between the plane y z and the cylinder y-x c) The surface with vector equation r(u, u) = (u . cos(v), u . sin(v), u) , where 0 u 1, 0 v S T. d) The portion of the unit sphere that...
Let Ti, T R2R be the following transformations ·T, is rotation by 45 degrees clockwise around 0. . T2(x) is obtained by stretching the axis by a factor of 3, and leaving the y axis unchan Describe ho...
Let Ti, T R2R be the following transformations ·T, is rotation by 45 degrees clockwise around 0. . T2(x) is obtained by stretching the axis by a factor of 3, and leaving the y axis unchan Describe how to perform the following transformations using T and T2 (e.g. in terms of T oT2, or inverses, or other such things) (a) Rotate by 45 degrees clockwise, then stretch the r-axis by a factor of 3 (and leave y unchanged) (b) Stretch...
MINl Review Problems for CH. 1, 2 and 3 Q) Describe the following surfaces with a drawing and determine the type of the coordinate system used: a) x5 b) p 3 c) D 3/2 d)r 2 e) 0 60° Q2) Describe the intersection of surfaces (1) and (2) Surface Surface 2 D 45 z 5 X-2 z 3 D-45 0-60 p-5 r-1 e-60° D-45 p-5 z-5 r 3 D45 Q3) Verify that A (Ax B) 0 B (Ax B) A...
2.31 solution
Section 2.5-Constant-Coordinate Surfaces 2.31 Describe the intersection of the following surfaces: (a) * = 2, y = 5 (b) x = 2, y = -1, z = 10 (c) r = 10, 0 = 30° (d) p = 5, 6 = 40° (e) $ = 60°, z = 10 (f) r = 5, 0 = 90°
Parameterize the following surfaces in R3. Describe
if the surface is open or closed. If the surface is open, give a
parameterization of its boundary,
6. Parametrize the following surfaces in R3. Describe if the surface is open or closed. If the surface is open, give a parametrization of its boundary (positively oriented). (a) The part of the plane z - 2y 3 inside the cylinder 2 y16 (b) The sphere of radiuscentered at the origin. (c) The part of...
Q4. (5 points). Find the equation of the plane that passes through the line of intersection of the two planes x - 2y = 3 and y- z = 0 and parallel to the line x = y - 1 = 2+1 Q5. (4 points). Find the distance from the point A(1,2,3) and the line 2+1 y-1 2 Q6. (4 points). Give the name and sketch the surface whose equation is given by x2 + 2y2 – 12y – z...
Answer each of the following question about the given the 3-dimensional surfaces x + y² +22 = 20 and 2 = x² + y². (2 pt) A) What quadric surfaces are represented by these equations? Give any details you can. x² + y2 + z = 20 := x2 + y2 (2 pt) B Make a sketch, nothing fancy just a sketch, of these surfaces and identify the space curve of intersection and describe this space curve in your own...
11. Point P(4,2,3) is on one of the level surfaces of g(x, y, z) = e*+4xy”. Write an equation of the plane tangent to this surface at point P. a)5(x-4) - 7(y-2) + 6(2-3) = 0 b)-8(x-4)+12(y-2) - 5(2-3) = 0 c)9(x-4) + 4(y-2) - 5(2-3) - 0 d)16(x-4) + 64(y-2)+(2-3) -0 e) none of these
2. Use a parametric quadratic curve to approximate the intersection curve of the following two surfaces. 9 P3 P1=[2,0,0] P2=[2,0,4] P3=(0,2,4] h=4 P4={0,2,0] r = 1 pi PP y 12=3
Question (2): (5 Marks) x-1-3-y x-1-6-y:+2 are (A) Determine intersecting or skew. If they intersect, find the point of intersection Given SI: x2-2y2 = 4z2-252 &s2: (0 Show that the tangent planes to the two surfaces at P(2,0,-8) are perpendicular. whether the lines parallel, 2-z & 12 Marks] 4x2 +9y2-24. (B) Find the points on Si at which the tangent plane is parallel to the plane x+y+32-5 3 Marks]
Question (2): (5 Marks) x-1-3-y x-1-6-y:+2 are (A) Determine intersecting or...
Solve c and d Please.
Find the area of the following surfaces. a) The part of the plane 3z + 2y +z 6 that lies in the first octant. b) The part of the cone zVy that lies between the plane y z and the cylinder y-x c) The surface with vector equation r(u, u) = (u . cos(v), u . sin(v), u) , where 0 u 1, 0 v S T. d) The portion of the unit sphere that...
Let Ti, T R2R be the following transformations ·T, is rotation by 45 degrees clockwise around 0. . T2(x) is obtained by stretching the axis by a factor of 3, and leaving the y axis unchan Describe how to perform the following transformations using T and T2 (e.g. in terms of T oT2, or inverses, or other such things) (a) Rotate by 45 degrees clockwise, then stretch the r-axis by a factor of 3 (and leave y unchanged) (b) Stretch...
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