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Chapter:

40+ Unit 2 Solved MCQs

in Computer Graphics (for MCA)

These multiple-choice questions (MCQs) are designed to enhance your knowledge and understanding in the following areas: Master of Computer Applications (MCA) .

Chapters

Chapter: Unit 2
1.

We need to represent curves & surfaces when

A. We want to model existing objects
B. While modeling from scratch
C. Both a & b
D. None of the above
Answer» C. Both a & b
2.

The representations for surface modeling include.

A. Polygon mesh
B. Parametric surfaces
C. Quadric surfaces
D. All of the above
Answer» D. All of the above
3.

Quadric surfaces are defined by equation

A. f(x,y,z) = 0
B. f(x) = 0
C. f(y) = 0
D. f(z) = 0
Answer» A. f(x,y,z) = 0
4.

In explicit representation each polygon is represented by list of

A. Vertex coordinates
B. Edge coordinates
C. Vertex and Edge both
D. None of the above
Answer» A. Vertex coordinates
5.

In pointers to vertex list

A. Each vertex is stored once
B. Each vertex is stored twice
C. Vertex is not stored
D. Edges are stored
Answer» A. Each vertex is stored once
6.

In case of explict functions the functions are equal to

A. y = f(x)
B. z = g(x)
C. None of the above
D. Both a & b
Answer» D. Both a & b
7.

The value of x,y,z in case of parametric representation of curves is

A. x(t)
B. y(t)
C. z(t)
D. All of the above
Answer» D. All of the above
8.

The parameter t ranges from

A. 1 to 0
B. 0 to 1
C. 0 to ∞
D. ∞ to 0
Answer» B. 0 to 1
9.

If two curve segments join together the curve has

A. G 1 continuity
B. G 0 continuity
C. G 2 continuity
D. G 3 continuity
Answer» B. G 0 continuity
10.

If tangent vectors of two cubic curve segments are equal the curve has

A. C 1 continuity
B. C 0 continuity
C. C 2 continuity
D. None of the above
Answer» A. C 1 continuity
11.

A joystick is a

A. Graphics input device
B. Graphics output device
C. Both a & b
D. None of these
Answer» A. Graphics input device
12.

A Bezier curve is a polynomial of degree ___________the no of control points used

A. One more than
B. One less than
C. Two less than
D. None of these
Answer» B. One less than
13.

A three dimensional object can also be represented using_______

A. Method
B. Equation
C. Point
D. None of these
Answer» B. Equation
14.

A three dimensional graphics has

A. Two axes
B. Three axes
C. Both a & b
D. None of these
Answer» B. Three axes
15.

An_______ can be considered as an extension of spherical surface

A. Bezier
B. Ellipsoid
C. Shearing
D. None of these
Answer» B. Ellipsoid
16.

Sp line curve can be either

A. Bezier sp line
B. B sp line
C. Both a & b
D. None of these
Answer» C. Both a & b
17.

Bezier sp line always passes through

A. First and second control point
B. Does not pass from First and second control point
C. Both a & b
D. None of these
Answer» C. Both a & b
18.

The Bezier curve obtained from the four control points is called a

A. Square Bezier curve
B. Cubic Bezier curve
C. Hectare Bezier curve
D. Rectangle Bezier curve
Answer» B. Cubic Bezier curve
19.

The shape of a Bezier curve primarily depends upon the

A. Position of control points
B. Distance of control points
C. Position of control panel
D. None of these
Answer» A. Position of control points
20.

The no of control points in a Bezier curve ensures the

A. Jaggies of curve
B. Smoothness of curve
C. Straightness of curve
D. None of these
Answer» B. Smoothness of curve
21.

More the control points of a Bezier curve,________ quality of the curve

A. Higher
B. Lower
C. Bad
D. None of these
Answer» A. Higher
22.

______is one of the function that is used to specify a single plane surface

A. Meta-ball model
B. Fill area
C. Reflection
D. None of these
Answer» B. Fill area
23.

Meta-ball is used to describe

A. Simplest object
B. Complex object
C. Composite object
D. None of these
Answer» C. Composite object
24.

Super quadrics is a class of object that contain

A. Data
B. Codes
C. Both a & b
D. None of these
Answer» C. Both a & b
25.

When two molecules move apart, which effect on molecular shapes

A. Stretching
B. Snapping
C. Contracting
D. All of these
Answer» D. All of these
26.

An object's _______ determine its orientation relative to the light sources. For each vertex, OpenGL uses the assigned normal to determine how much light that particular vertex receives from each light source.

A. Unit
B. Normal
C. Double
D. None
Answer» B. Normal
27.

Bezier curve is tangent to the lines connecting _____________.

A. First two points
B. Last two points
C. Fist two points and last two point
D. None of the given
Answer» C. Fist two points and last two point
28.

A parametric curve is one whose defining equations are given in terms of a -------------, common, independent variable called the parametric variable.

A. Triple
B. Double
C. Single
D. None of the given
Answer» C. Single
29.

To ensure a smooth transition from one section of a piecewise __________ to the next, we can impose various continuity conditions at the connection points

A. non parametric curve
B. parametric curve
C. polygon vector
D. None of these
Answer» D. None of these
30.

How many data elements for each region in quad-tree data structure

A. 2
B. 4
C. 8
D. 6
Answer» C. 8
31.

How many data elements for each region in octree data structure

A. 2
B. 4
C. 6
D. 8
Answer» D. 8
32.

............... refer to the shapes created by union, intersection and difference of given shapes

A. Wire frame model
B. Composite transformation
C. Constructive solid geometry methods
D. None
Answer» C. Constructive solid geometry methods
33.

The operation that is used for repositioning the object is called

A. Rubber band method
B. Gravity method
C. Dragging
D. None
Answer» C. Dragging
34.

Which method are used to construct and position the straight lines, arcs and circles etc.

A. Rubber band method
B. Gravity method
C. Dragging
D. None of these
Answer» C. Dragging
35.

Identify the methods for Constructive Solid Geometry operations

A. Ray casting
B. Ray tracing
C. Beam penetration
D. Ray sorting
Answer» A. Ray casting
36.

........................... solid representation takes advantage of spatial coherence to reduce the storage representations.

A. Sweep representation
B. Octree
C. Polygon surfaces
D. CSG
Answer» B. Octree
37.

................... is a data element to store the pixels within an octant having same color

A. Voxel
B. Void
C. Tex
D. Flag
Answer» A. Voxel
38.

Empty regions of the space are represented by type....................

A. int
B. void
C. null
D. empty
Answer» B. void
39.

In a clipping algorithm of Cohen & Sutherland using region codes, a line is already clipped if the ?

A. codes of the end point are same
B. logical AND of the end point code is not 0000
C. logical OR of the end points code is 0000
D. A and B
Answer» D. A and B
40.

The subcategories of orthographic projection are ?

A. cavalier, cabinet, isometric
B. cavalier, cabinet
C. isometric, dimetric, trimetric
D. isometric, cavalier, trimetric
Answer» C. isometric, dimetric, trimetric
41.

Which are used to achieve the predetermined orientations and alignments of the objects

A. Constraints
B. Grid
C. Gravity field
D. None of these
Answer» A. Constraints
42.

Which of the following curve is an Sp-line approximation method

A. Bezier
B. Ellipsoid
C. Shearing
D. None of these
Answer» A. Bezier
43.

We translate a two-dimensional point by adding

A. Translation distances
B. Translation difference
C. X and Y
D. Only a
Answer» D. Only a
44.

B-splines can be used for which of the following

A. Curve-fitting and numerical differentiation of experimental data.
B. approximation
C. numerical transformation
D. none of the above
Answer» A. Curve-fitting and numerical differentiation of experimental data.
45.

A B-spline of order n is a piecewise polynomial function of degree ________ in a variable x

A. (a)less than n
B. greater than n
C. (c)equal to n
D. (d)none of these
Answer» A. (a)less than n
46.

if a knot vector of m + 1 knots and n + 1 control points are given, the degree of the Bspline curve is p=

A. m+n - 1
B. m-n-1
C. m+n+1
D. n-m+1
Answer» B. m-n-1
47.

Second order parametric continuity(C2 continuity) means that both ____and____ parametric derivatives of the two curves are same at the intersection

A. second and third
B. first and second
C. second and third
D. third and fourth
Answer» B. first and second

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